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<title>AI Quantum Intelligence &#45; : Data Science</title>
<link>https://aiquantumintelligence.com/rss/category/data-science</link>
<description>AI Quantum Intelligence &#45; : Data Science</description>
<dc:language>en</dc:language>
<dc:rights>Copyright 2026 AI Quantum Intelligence &#45; All Rights Reserved.</dc:rights>

<item>
<title>Proxy&#45;Pointer RAG: Structure Meets Scale at 100% Accuracy with Smarter Retrieval</title>
<link>https://aiquantumintelligence.com/proxy-pointer-rag-structure-meets-scale-at-100-accuracy-with-smarter-retrieval</link>
<guid>https://aiquantumintelligence.com/proxy-pointer-rag-structure-meets-scale-at-100-accuracy-with-smarter-retrieval</guid>
<description><![CDATA[ Open source. 5-minute setup. Vector RAG done right—try it yourself.
The post Proxy-Pointer RAG: Structure Meets Scale at 100% Accuracy with Smarter Retrieval appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/04/proxy-pointer-2-scaled-1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 21 Apr 2026 14:43:17 -0400</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Proxy-Pointer, RAG:, Structure, Meets, Scale, 100, Accuracy, with, Smarter, Retrieval</media:keywords>
<content:encoded><![CDATA[<p>Open source. 5-minute setup. Vector RAG done right—try it yourself.</p>
<p>The post <a href="https://towardsdatascience.com/proxy-pointer-rag-structure-meets-scale-100-accuracy-with-smarter-retrieval/">Proxy-Pointer RAG: Structure Meets Scale at 100% Accuracy with Smarter Retrieval</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
</item>

<item>
<title>The LLM Gamble</title>
<link>https://aiquantumintelligence.com/the-llm-gamble</link>
<guid>https://aiquantumintelligence.com/the-llm-gamble</guid>
<description><![CDATA[ Why it tickles your brain to use an LLM, and what that means for the AI industry
The post The LLM Gamble appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/04/image-1.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 21 Apr 2026 14:43:16 -0400</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>The, LLM, Gamble</media:keywords>
<content:encoded><![CDATA[<p>Why it tickles your brain to use an LLM, and what that means for the AI industry</p>
<p>The post <a href="https://towardsdatascience.com/the-llm-gamble/">The LLM Gamble</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
</item>

<item>
<title>From Risk to Asset: Designing a Practical Data Strategy That Actually Works</title>
<link>https://aiquantumintelligence.com/from-risk-to-asset-designing-a-practical-data-strategy-that-actually-works</link>
<guid>https://aiquantumintelligence.com/from-risk-to-asset-designing-a-practical-data-strategy-that-actually-works</guid>
<description><![CDATA[ How to turn data into a strategic asset that enables faster decisions, reduces uncertainty, and helps the organization move toward its goals.
The post From Risk to Asset: Designing a Practical Data Strategy That Actually Works appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/04/datastrategy.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 21 Apr 2026 14:43:16 -0400</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>From, Risk, Asset:, Designing, Practical, Data, Strategy, That, Actually, Works</media:keywords>
<content:encoded><![CDATA[<p>How to turn data into a strategic asset that enables faster decisions, reduces uncertainty, and helps the organization move toward its goals.</p>
<p>The post <a href="https://towardsdatascience.com/from-risk-to-asset-designing-a-practical-data-strategy-that-actually-works/">From Risk to Asset: Designing a Practical Data Strategy That Actually Works</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
</item>

<item>
<title>What Does the p&#45;value Even Mean?</title>
<link>https://aiquantumintelligence.com/what-does-the-p-value-even-mean</link>
<guid>https://aiquantumintelligence.com/what-does-the-p-value-even-mean</guid>
<description><![CDATA[ And what does it tell us?
The post What Does the p-value Even Mean? appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/04/pexels-ds-stories-6990182-scaled-1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 21 Apr 2026 14:43:15 -0400</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>What, Does, the, p-value, Even, Mean</media:keywords>
<content:encoded><![CDATA[<p>And what does it tell us?</p>
<p>The post <a href="https://towardsdatascience.com/what-does-p-value-even-mean/">What Does the p-value Even Mean?</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
</item>

<item>
<title>Context Payload Optimization for ICL&#45;Based Tabular Foundation Models</title>
<link>https://aiquantumintelligence.com/context-payload-optimization-for-icl-based-tabular-foundation-models</link>
<guid>https://aiquantumintelligence.com/context-payload-optimization-for-icl-based-tabular-foundation-models</guid>
<description><![CDATA[ Conceptual overview and practical guidance
The post Context Payload Optimization for ICL-Based Tabular Foundation Models appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/04/chemistry-161575_1920.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 21 Apr 2026 14:43:15 -0400</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Context, Payload, Optimization, for, ICL-Based, Tabular, Foundation, Models</media:keywords>
<content:encoded><![CDATA[<p>Conceptual overview and practical guidance</p>
<p>The post <a href="https://towardsdatascience.com/context-payload-optimization-for-icl-based-tabular-foundation-models/">Context Payload Optimization for ICL-Based Tabular Foundation Models</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
</item>

<item>
<title>I Replaced GPT&#45;4 with a Local SLM and My CI/CD Pipeline Stopped Failing</title>
<link>https://aiquantumintelligence.com/i-replaced-gpt-4-with-a-local-slm-and-my-cicd-pipeline-stopped-failing</link>
<guid>https://aiquantumintelligence.com/i-replaced-gpt-4-with-a-local-slm-and-my-cicd-pipeline-stopped-failing</guid>
<description><![CDATA[ The hidden cost of probabilistic outputs in systems that demand reliability
The post I Replaced GPT-4 with a Local SLM and My CI/CD Pipeline Stopped Failing appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/04/Gemini_Generated_Image_j19tm3j19tm3j19t-scaled-1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 21 Apr 2026 14:43:14 -0400</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Replaced, GPT-4, with, Local, SLM, and, CICD, Pipeline, Stopped, Failing</media:keywords>
<content:encoded><![CDATA[<p>The hidden cost of probabilistic outputs in systems that demand reliability</p>
<p>The post <a href="https://towardsdatascience.com/i-replaced-gpt-4-with-a-local-slm-and-my-ci-cd-pipeline-stopped-failing/">I Replaced GPT-4 with a Local SLM and My CI/CD Pipeline Stopped Failing</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
</item>

<item>
<title>Your RAG Gets Confidently Wrong as Memory Grows – I Built the Memory Layer That Stops It</title>
<link>https://aiquantumintelligence.com/your-rag-gets-confidently-wrong-as-memory-grows-i-built-the-memory-layer-that-stops-it</link>
<guid>https://aiquantumintelligence.com/your-rag-gets-confidently-wrong-as-memory-grows-i-built-the-memory-layer-that-stops-it</guid>
<description><![CDATA[ As memory grows in RAG systems, accuracy quietly drops while confidence rises — creating a failure that most monitoring systems never detect. This article walks through a reproducible experiment showing why this happens and how a simple memory architecture fix restores reliability.
The post Your RAG Gets Confidently Wrong as Memory Grows – I Built the Memory Layer That Stops It appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/04/Memory-Grows-%E2%80%93-I-Built-the-Memory-Layer-That-Stops-It.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 21 Apr 2026 14:43:14 -0400</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Your, RAG, Gets, Confidently, Wrong, Memory, Grows, –, Built, the, Memory, Layer, That, Stops</media:keywords>
<content:encoded><![CDATA[<p>As memory grows in RAG systems, accuracy quietly drops while confidence rises — creating a failure that most monitoring systems never detect. This article walks through a reproducible experiment showing why this happens and how a simple memory architecture fix restores reliability.</p>
<p>The post <a href="https://towardsdatascience.com/your-rag-gets-confidently-wrong-as-memory-grows-i-built-the-memory-layer-that-stops-it/">Your RAG Gets Confidently Wrong as Memory Grows – I Built the Memory Layer That Stops It</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
</item>

<item>
<title>Git UNDO : How to Rewrite Git History with Confidence</title>
<link>https://aiquantumintelligence.com/git-undo-how-to-rewrite-git-history-with-confidence</link>
<guid>https://aiquantumintelligence.com/git-undo-how-to-rewrite-git-history-with-confidence</guid>
<description><![CDATA[ For any data scientist who works in a team, being able to undo Git actions can be a life saver. This practical guide will teach you all you need to know to save the day.
The post Git UNDO : How to Rewrite Git History with Confidence appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/04/pexels-padrinan-2882520-scaled-1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 21 Apr 2026 14:43:13 -0400</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Git, UNDO :, How, Rewrite, Git, History, with, Confidence</media:keywords>
<content:encoded><![CDATA[<p>For any data scientist who works in a team, being able to undo Git actions can be a life saver. This practical guide will teach you all you need to know to save the day.</p>
<p>The post <a href="https://towardsdatascience.com/git-undo-how-to-rewrite-git-history-with-confidence/">Git UNDO : How to Rewrite Git History with Confidence</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
</item>

<item>
<title>How to Call Rust from Python</title>
<link>https://aiquantumintelligence.com/how-to-call-rust-frompython</link>
<guid>https://aiquantumintelligence.com/how-to-call-rust-frompython</guid>
<description><![CDATA[ A guide to bridging the gap between ease of use and raw performance.
The post How to Call Rust from Python appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/04/ChatGPT-Image-Apr-15-2026-02_19_58-PM.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 21 Apr 2026 14:43:13 -0400</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>How, Call, Rust, from Python</media:keywords>
<content:encoded><![CDATA[<p>A guide to bridging the gap between ease of use and raw performance.</p>
<p>The post <a href="https://towardsdatascience.com/calling-rust-from-python/">How to Call Rust from Python</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
</item>

<item>
<title>DIY AI &amp;amp; ML: Solving The Multi&#45;Armed Bandit Problem with Thompson Sampling</title>
<link>https://aiquantumintelligence.com/diy-ai-ml-solving-the-multi-armed-bandit-problem-with-thompson-sampling</link>
<guid>https://aiquantumintelligence.com/diy-ai-ml-solving-the-multi-armed-bandit-problem-with-thompson-sampling</guid>
<description><![CDATA[ How you can build your own Thompson Sampling Algorithm object in Python and apply it to a hypothetical yet real-life example
The post DIY AI &amp; ML: Solving The Multi-Armed Bandit Problem with Thompson Sampling appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/04/ChatGPT-Image-Mar-6-2026-04_19_28-PM.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 21 Apr 2026 14:43:12 -0400</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>DIY, ML:, Solving, The, Multi-Armed, Bandit, Problem, with, Thompson, Sampling</media:keywords>
<content:encoded><![CDATA[<p>How you can build your own Thompson Sampling Algorithm object in Python and apply it to a hypothetical yet real-life example</p>
<p>The post <a href="https://towardsdatascience.com/diy-ai-ml-solving-the-multi-armed-bandit-problem-with-thompson-sampling/">DIY AI & ML: Solving The Multi-Armed Bandit Problem with Thompson Sampling</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
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<item>
<title>What Happens Now That AI is the First Analyst On Your Team?</title>
<link>https://aiquantumintelligence.com/what-happens-now-that-ai-is-the-first-analyst-on-your-team</link>
<guid>https://aiquantumintelligence.com/what-happens-now-that-ai-is-the-first-analyst-on-your-team</guid>
<description><![CDATA[ How I am adapting in my career in the age of AI, automation, and when everything moving faster than expected.
The post What Happens Now That AI is the First Analyst On Your Team? appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/04/alex-knight-2EJCSULRwC8-unsplash-scaled-1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 04 Apr 2026 21:44:14 -0400</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>What, Happens, Now, That, the, First, Analyst, Your, Team</media:keywords>
<content:encoded><![CDATA[<p>How I am adapting in my career in the age of AI, automation, and when everything moving faster than expected.</p>
<p>The post <a href="https://towardsdatascience.com/what-happens-now-that-ai-is-the-first-analyst-on-your-team/">What Happens Now That AI is the First Analyst On Your Team?</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
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<title>The Inversion Error: Why Safe AGI Requires an Enactive Floor and State&#45;Space Reversibility</title>
<link>https://aiquantumintelligence.com/the-inversion-error-why-safe-agi-requires-an-enactive-floor-and-state-space-reversibility</link>
<guid>https://aiquantumintelligence.com/the-inversion-error-why-safe-agi-requires-an-enactive-floor-and-state-space-reversibility</guid>
<description><![CDATA[ A systems design diagnosis of hallucination, corrigibility, and the structural gap that scaling cannot close
The post The Inversion Error: Why Safe AGI Requires an Enactive Floor and State-Space Reversibility appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/04/Inversion-Error-of-Top-Heavy-AI-Architecture_Zak-Version-1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 04 Apr 2026 21:44:13 -0400</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>The, Inversion, Error:, Why, Safe, AGI, Requires, Enactive, Floor, and, State-Space, Reversibility</media:keywords>
<content:encoded><![CDATA[<p>A systems design diagnosis of hallucination, corrigibility, and the structural gap that scaling cannot close</p>
<p>The post <a href="https://towardsdatascience.com/the-inversion-error-why-safe-agi-requires-an-enactive-floor-and-state-space-reversibility/">The Inversion Error: Why Safe AGI Requires an Enactive Floor and State-Space Reversibility</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
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<title>How Can A Model 10,000× Smaller Outsmart ChatGPT?</title>
<link>https://aiquantumintelligence.com/how-can-a-model-10000-smaller-outsmart-chatgpt</link>
<guid>https://aiquantumintelligence.com/how-can-a-model-10000-smaller-outsmart-chatgpt</guid>
<description><![CDATA[ Why thinking longer can matter more than being bigger
The post How Can A Model 10,000× Smaller Outsmart ChatGPT? appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/04/dewatermarked-1-scaled-1.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 04 Apr 2026 21:44:13 -0400</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>How, Can, Model, 10, 000×, Smaller, Outsmart, ChatGPT</media:keywords>
<content:encoded><![CDATA[<p>Why thinking longer can matter more than being bigger</p>
<p>The post <a href="https://towardsdatascience.com/how-can-a-model-10000x-smaller-outsmart-chatgpt-2/">How Can A Model 10,000× Smaller Outsmart ChatGPT?</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
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<title>How to Handle Classical Data in Quantum Models</title>
<link>https://aiquantumintelligence.com/how-to-handle-classical-data-in-quantum-models</link>
<guid>https://aiquantumintelligence.com/how-to-handle-classical-data-in-quantum-models</guid>
<description><![CDATA[ Workflows and encoding techniques in quantum machine learning
The post How to Handle Classical Data in Quantum Models appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/04/geralt-artificial-intelligence-3382507-scaled-1.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 04 Apr 2026 21:44:12 -0400</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>How, Handle, Classical, Data, Quantum, Models</media:keywords>
<content:encoded><![CDATA[<p>Workflows and encoding techniques in quantum machine learning</p>
<p>The post <a href="https://towardsdatascience.com/how-to-handle-classical-data-in-quantum-models/">How to Handle Classical Data in Quantum Models</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
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<title>Quantum Simulations with Python</title>
<link>https://aiquantumintelligence.com/quantum-simulations-with-python</link>
<guid>https://aiquantumintelligence.com/quantum-simulations-with-python</guid>
<description><![CDATA[ Run Quantum Experiments with Qiskit-Aer
The post Quantum Simulations with Python appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/04/image-70.png" length="49398" type="image/jpeg"/>
<pubDate>Sat, 04 Apr 2026 21:44:12 -0400</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Quantum, Simulations, with, Python</media:keywords>
<content:encoded><![CDATA[<p>Run Quantum Experiments with Qiskit-Aer</p>
<p>The post <a href="https://towardsdatascience.com/quantum-simulations-with-python/">Quantum Simulations with Python</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
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<title>Linear Regression Is Actually a Projection Problem (Part 2: From Projections to Predictions)</title>
<link>https://aiquantumintelligence.com/linear-regression-is-actually-a-projection-problem-part-2-from-projections-to-predictions</link>
<guid>https://aiquantumintelligence.com/linear-regression-is-actually-a-projection-problem-part-2-from-projections-to-predictions</guid>
<description><![CDATA[ The Vector View of Least Squares.
The post Linear Regression Is Actually a Projection Problem (Part 2: From Projections to Predictions) appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/04/pexels-weekendplayer-1252807-scaled-1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 04 Apr 2026 21:44:11 -0400</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Linear, Regression, Actually, Projection, Problem, Part, From, Projections, Predictions</media:keywords>
<content:encoded><![CDATA[<p>The Vector View of Least Squares.</p>
<p>The post <a href="https://towardsdatascience.com/linear-regression-is-actually-a-projection-problem-part-2-from-projections-to-predictions/">Linear Regression Is Actually a Projection Problem (Part 2: From Projections to Predictions)</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
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<title>DenseNet Paper Walkthrough: All Connected</title>
<link>https://aiquantumintelligence.com/densenet-paper-walkthrough-all-connected</link>
<guid>https://aiquantumintelligence.com/densenet-paper-walkthrough-all-connected</guid>
<description><![CDATA[ When we try to train a very deep neural network model, one issue that we might encounter is the vanishing gradient problem. This is essentially a problem where the weight update of a model during training slows down or even stops, hence causing the model not to improve. When a network is very deep, the […]
The post DenseNet Paper Walkthrough: All Connected appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/04/0_cmnhCHp03Eo5G19U.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 04 Apr 2026 21:44:10 -0400</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>DenseNet, Paper, Walkthrough:, All, Connected</media:keywords>
<content:encoded><![CDATA[<p>When we try to train a very deep neural network model, one issue that we might encounter is the vanishing gradient problem. This is essentially a problem where the weight update of a model during training slows down or even stops, hence causing the model not to improve. When a network is very deep, the […]</p>
<p>The post <a href="https://towardsdatascience.com/densenet-paper-walkthrough-all-connected/">DenseNet Paper Walkthrough: All Connected</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
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<title>I Replaced Vector DBs with Google’s Memory Agent Pattern for my notes in Obsidian</title>
<link>https://aiquantumintelligence.com/i-replaced-vector-dbs-with-googles-memory-agent-pattern-for-my-notes-in-obsidian</link>
<guid>https://aiquantumintelligence.com/i-replaced-vector-dbs-with-googles-memory-agent-pattern-for-my-notes-in-obsidian</guid>
<description><![CDATA[ Persistent AI memory without embeddings, Pinecone, or a PhD in similarity search.
The post I Replaced Vector DBs with Google’s Memory Agent Pattern for my notes in Obsidian appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/04/Gemini_Generated_Image_y59dgdy59dgdy59d-scaled-1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 04 Apr 2026 21:44:10 -0400</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Replaced, Vector, DBs, with, Google’s, Memory, Agent, Pattern, for, notes, Obsidian</media:keywords>
<content:encoded><![CDATA[<p>Persistent AI memory without embeddings, Pinecone, or a PhD in similarity search.</p>
<p>The post <a href="https://towardsdatascience.com/i-replaced-vector-dbs-with-googles-memory-agent-pattern-for-my-notes-in-obsidian/">I Replaced Vector DBs with Google’s Memory Agent Pattern for my notes in Obsidian</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
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<title>Building a Python Workflow That Catches Bugs Before Production</title>
<link>https://aiquantumintelligence.com/building-a-python-workflow-that-catches-bugs-before-production</link>
<guid>https://aiquantumintelligence.com/building-a-python-workflow-that-catches-bugs-before-production</guid>
<description><![CDATA[ Using modern tooling to identify defects earlier in the software lifecycle.
The post Building a Python Workflow That Catches Bugs Before Production appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/04/Gemini_Generated_Image_67ljth67ljth67lj-scaled-1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 04 Apr 2026 21:44:09 -0400</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Building, Python, Workflow, That, Catches, Bugs, Before, Production</media:keywords>
<content:encoded><![CDATA[<p>Using modern tooling to identify defects earlier in the software lifecycle.</p>
<p>The post <a href="https://towardsdatascience.com/building-a-python-workflow-that-catches-bugs-before-production/">Building a Python Workflow That Catches Bugs Before Production</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
</item>

<item>
<title>Building Robust Credit Scoring Models with Python</title>
<link>https://aiquantumintelligence.com/building-robust-credit-scoring-models-with-python</link>
<guid>https://aiquantumintelligence.com/building-robust-credit-scoring-models-with-python</guid>
<description><![CDATA[ A Practical Guide to Measuring Relationships between Variables for Feature Selection in a Credit Scoring.
The post Building Robust Credit Scoring Models with Python appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/04/image_by_autor.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 04 Apr 2026 21:44:09 -0400</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Building, Robust, Credit, Scoring, Models, with, Python</media:keywords>
<content:encoded><![CDATA[<p>A Practical Guide to Measuring Relationships between Variables for Feature Selection in a Credit Scoring.</p>
<p>The post <a href="https://towardsdatascience.com/building-robust-credit-scoring-models-with-python/">Building Robust Credit Scoring Models with Python</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
</item>

<item>
<title>The Data Hub Revolution: Why Governments and Enterprises Are Rebuilding the Foundations of Data</title>
<link>https://aiquantumintelligence.com/the-data-hub-revolution-why-governments-and-enterprises-are-rebuilding-the-foundations-of-data</link>
<guid>https://aiquantumintelligence.com/the-data-hub-revolution-why-governments-and-enterprises-are-rebuilding-the-foundations-of-data</guid>
<description><![CDATA[ Discover how enterprise data hubs are transforming government and business by connecting fragmented data, enabling advanced analytics and AI, and overcoming the challenges of legacy systems and data governance. ]]></description>
<enclosure url="https://aiquantumintelligence.com/uploads/images/202603/image_870x580_69b0487499d73.jpg" length="136417" type="image/jpeg"/>
<pubDate>Tue, 10 Mar 2026 12:36:56 -0400</pubDate>
<dc:creator>Kevin Marshall 1</dc:creator>
<media:keywords>enterprise data hub, enterprise data model, government data architecture, enterprise data architecture, data-driven government, enterprise analytics, AI data infrastructure, data governance for AI, knowledge graphs, AI-ready data architecture, intelligent data platforms, enterprise AI data strategy, data integration, master data management, data governance, data quality management, enterprise data platforms, data science in government, digital transformation, data-driven decision making, government modernization, en</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In the early days of computing, most organizations treated data like paperwork—files stored in cabinets scattered across departments. One system handled payroll. Another managed customer records. Another tracked compliance. Each did its job, but none really talked to the others.<o:p></o:p></p>
<p class="MsoNormal">Fast forward to today, and the expectations have changed dramatically.<o:p></o:p></p>
<p class="MsoNormal">Citizens rightfully expect government services to work as seamlessly as online banking. Businesses want real-time insight into operations. Leaders expect decisions to be backed by data rather than instinct. And artificial intelligence is now knocking on the door, promising to transform everything—if the underlying data can support it.<o:p></o:p></p>
<p class="MsoNormal">This is where the <b>enterprise data hub</b> enters the story.<o:p></o:p></p>
<p class="MsoNormal">Across governments and large enterprises alike, organizations are quietly rebuilding the <b>data foundations of their institutions</b>. It’s not as flashy as launching a new AI chatbot or digital service, but it may be the most important transformation happening under the hood.<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="2" width="100%" align="center"></div>
<p class="MsoNormal"><b>The Big Idea: A Central Nervous System for Data<o:p></o:p></b></p>
<p class="MsoNormal">Think of an enterprise data hub as the <b>central nervous system</b> of an organization.<o:p></o:p></p>
<p class="MsoNormal">Instead of dozens or hundreds of systems operating in isolation, a data hub creates a shared structure where information from across the enterprise can connect and interact.<o:p></o:p></p>
<p class="MsoNormal">At its core, the model links a few fundamental concepts that exist in nearly every organization:<o:p></o:p></p>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="mso-list: l2 level1 lfo1; tab-stops: list .5in;"><b>People and organizations</b> (citizens, customers, businesses)<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l2 level1 lfo1; tab-stops: list .5in;"><b>Programs or services</b> (benefits, products, regulatory activities)<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l2 level1 lfo1; tab-stops: list .5in;"><b>Transactions and interactions</b> (applications, purchases, inspections)<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l2 level1 lfo1; tab-stops: list .5in;"><b>Resources</b> (employees, assets, funding)<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l2 level1 lfo1; tab-stops: list .5in;"><b>Outcomes and performance metrics</b><o:p></o:p></li>
</ul>
<p class="MsoNormal">By connecting these elements, the organization gains something it rarely had before: <b>a unified view of reality</b>.<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="2" width="100%" align="center"></div>
<p class="MsoNormal"><b>A Simple Example: The Citizen Experience<o:p></o:p></b></p>
<p class="MsoNormal">Imagine a citizen interacting with government in three different ways:<o:p></o:p></p>
<ol style="margin-top: 0in;" start="1" type="1">
<li class="MsoNormal" style="mso-list: l3 level1 lfo2; tab-stops: list .5in;">Applying for a housing subsidy<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l3 level1 lfo2; tab-stops: list .5in;">Renewing a driver's license<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l3 level1 lfo2; tab-stops: list .5in;">Starting a small business<o:p></o:p></li>
</ol>
<p class="MsoNormal">Traditionally, those interactions might occur in three separate systems run by three separate departments.<o:p></o:p></p>
<p class="MsoNormal">The citizen becomes <b>three separate records</b>.<o:p></o:p></p>
<p class="MsoNormal">The government sees fragments of a person, not a whole picture.<o:p></o:p></p>
<p class="MsoNormal">With an enterprise data hub, those interactions link back to a single <b>trusted identity record</b>. The systems remain independent, but the data connects.<o:p></o:p></p>
<p class="MsoNormal">This unlocks powerful possibilities:<o:p></o:p></p>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="mso-list: l5 level1 lfo3; tab-stops: list .5in;">Faster services<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l5 level1 lfo3; tab-stops: list .5in;">Better fraud detection<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l5 level1 lfo3; tab-stops: list .5in;">More accurate policy evaluation<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l5 level1 lfo3; tab-stops: list .5in;">Reduced administrative duplication<o:p></o:p></li>
</ul>
<p class="MsoNormal">The same principle applies in the private sector. Banks, insurers, retailers, and telecom providers are all trying to achieve the same thing: <b>a unified view of the customer</b>.<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="2" width="100%" align="center"></div>
<p class="MsoNormal"><b>Where the Biggest Progress Has Happened<o:p></o:p></b></p>
<p class="MsoNormal">Over the past decade, enormous progress has been made in three areas that make enterprise data hubs possible.<o:p></o:p></p>
<p class="MsoNormal"><b>1. Data Integration Has Finally Matured<o:p></o:p></b></p>
<p class="MsoNormal">In the past, connecting systems was fragile and expensive.<o:p></o:p></p>
<p class="MsoNormal">Today, technologies like APIs, event streaming, and cloud data platforms allow systems to share data much more fluidly.<o:p></o:p></p>
<p class="MsoNormal">When a new event occurs—an application submitted, a payment issued, a shipment delivered—it can be broadcast across systems instantly.<o:p></o:p></p>
<p class="MsoNormal">This <b>event-driven architecture</b> allows organizations to respond faster and maintain synchronized information.<o:p></o:p></p>
<p class="MsoNormal">Large organizations now routinely integrate hundreds of systems in near real time.<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="2" width="100%" align="center"></div>
<p class="MsoNormal"><b>2. Analytics Has Become Truly Powerful<o:p></o:p></b></p>
<p class="MsoNormal">The second breakthrough is the explosive growth of <b>data analytics and data science</b>.<o:p></o:p></p>
<p class="MsoNormal">Once data from across the enterprise is centralized or linked, organizations can analyze patterns that were previously invisible.<o:p></o:p></p>
<p class="MsoNormal">Examples include:<o:p></o:p></p>
<p class="MsoNormal"><b>Healthcare<o:p></o:p></b></p>
<p class="MsoNormal">Hospitals analyze patient outcomes across millions of records to identify which treatments work best.<o:p></o:p></p>
<p class="MsoNormal"><b>Government Programs<o:p></o:p></b></p>
<p class="MsoNormal">Social programs can measure whether funding actually improves long-term employment outcomes.<o:p></o:p></p>
<p class="MsoNormal"><b>Supply Chains<o:p></o:p></b></p>
<p class="MsoNormal">Manufacturers can predict disruptions before they happen by analyzing supplier data.<o:p></o:p></p>
<p class="MsoNormal">The rise of <b>cloud-scale data warehouses and data lakes</b> has made it possible to analyze billions of records in minutes.<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="2" width="100%" align="center"></div>
<p class="MsoNormal"><b>3. Artificial Intelligence Finally Has Something to Work With<o:p></o:p></b></p>
<p class="MsoNormal">AI is only as good as the data behind it.<o:p></o:p></p>
<p class="MsoNormal">Without structured, well-governed information, AI systems become unreliable or even dangerous.<o:p></o:p></p>
<p class="MsoNormal">Enterprise data hubs provide the <b>structured backbone</b> that AI systems need.<o:p></o:p></p>
<p class="MsoNormal">For example:<o:p></o:p></p>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="mso-list: l7 level1 lfo4; tab-stops: list .5in;">AI assistants for caseworkers can instantly retrieve relevant program rules<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l7 level1 lfo4; tab-stops: list .5in;">Fraud detection models can analyze cross-program activity<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l7 level1 lfo4; tab-stops: list .5in;">Customer support systems can understand full interaction histories<o:p></o:p></li>
</ul>
<p class="MsoNormal">This is one reason why many organizations now see <b>data architecture as a prerequisite for AI adoption</b>.<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="2" width="100%" align="center"></div>
<p class="MsoNormal"><b>A Concrete Example: Fighting Fraud<o:p></o:p></b></p>
<p class="MsoNormal">Fraud detection is a perfect example of why connected data matters.<o:p></o:p></p>
<p class="MsoNormal">In a fragmented system:<o:p></o:p></p>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="mso-list: l1 level1 lfo5; tab-stops: list .5in;">Fraudsters exploit gaps between agencies or departments<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo5; tab-stops: list .5in;">Duplicate payments go unnoticed<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo5; tab-stops: list .5in;">Suspicious patterns remain hidden<o:p></o:p></li>
</ul>
<p class="MsoNormal">With an enterprise data hub, investigators can detect patterns across programs.<o:p></o:p></p>
<p class="MsoNormal">For example:<o:p></o:p></p>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="mso-list: l4 level1 lfo6; tab-stops: list .5in;">The same bank account receiving benefits under multiple identities<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l4 level1 lfo6; tab-stops: list .5in;">A company receiving grants from multiple programs under slightly different names<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l4 level1 lfo6; tab-stops: list .5in;">Regulatory violations linked to multiple related organizations<o:p></o:p></li>
</ul>
<p class="MsoNormal">Financial institutions have already demonstrated the power of this approach.<o:p></o:p></p>
<p class="MsoNormal">Governments are increasingly adopting similar strategies.<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="2" width="100%" align="center"></div>
<p class="MsoNormal"><b>But Here’s the Hard Truth: Data Transformation Is Painful<o:p></o:p></b></p>
<p class="MsoNormal">Despite the promise, building enterprise data ecosystems remains extremely difficult.<o:p></o:p></p>
<p class="MsoNormal">The challenges are rarely technical.<o:p></o:p></p>
<p class="MsoNormal">They are <b>organizational and political</b>.<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="2" width="100%" align="center"></div>
<p class="MsoNormal"><b>The Biggest Pain Point: Data Ownership<o:p></o:p></b></p>
<p class="MsoNormal">In most organizations, data is controlled by individual departments.<o:p></o:p></p>
<p class="MsoNormal">Each system owner believes their version of the data is the authoritative one.<o:p></o:p></p>
<p class="MsoNormal">When a central data model attempts to unify everything, tensions emerge:<o:p></o:p></p>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="mso-list: l0 level1 lfo7; tab-stops: list .5in;">Who owns the official customer record?<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo7; tab-stops: list .5in;">Which address is correct?<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo7; tab-stops: list .5in;">Which system defines eligibility rules?<o:p></o:p></li>
</ul>
<p class="MsoNormal">These disputes can slow projects for years.<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="2" width="100%" align="center"></div>
<p class="MsoNormal"><b>The Second Pain Point: Legacy Systems<o:p></o:p></b></p>
<p class="MsoNormal">Many large institutions still run systems that are <b>20 to 40 years old</b>.<o:p></o:p></p>
<p class="MsoNormal">These systems were never designed to integrate easily.<o:p></o:p></p>
<p class="MsoNormal">Data may exist in formats that are difficult to extract or interpret.<o:p></o:p></p>
<p class="MsoNormal">In some cases, even the original developers are long gone.<o:p></o:p></p>
<p class="MsoNormal">Connecting these systems to modern data platforms is often the most expensive part of transformation.<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="2" width="100%" align="center"></div>
<p class="MsoNormal"><b>The Third Pain Point: Data Quality<o:p></o:p></b></p>
<p class="MsoNormal">One of the uncomfortable truths of data modernization is this:<o:p></o:p></p>
<p class="MsoNormal"><b>When organizations start connecting their data, they discover how messy it really is.</b><o:p></o:p></p>
<p class="MsoNormal">Duplicate identities<br>Incomplete records<br>Conflicting addresses<br>Inconsistent classifications<o:p></o:p></p>
<p class="MsoNormal">Cleaning this up requires enormous effort.<o:p></o:p></p>
<p class="MsoNormal">But the process also produces one of the most valuable outcomes: <b>organizational self-awareness</b>.<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="2" width="100%" align="center"></div>
<p class="MsoNormal"><b>The Hidden Risk: AI Built on Bad Data<o:p></o:p></b></p>
<p class="MsoNormal">The excitement around AI has introduced a new danger.<o:p></o:p></p>
<p class="MsoNormal">Organizations are rushing to deploy generative AI tools before their data foundations are ready.<o:p></o:p></p>
<p class="MsoNormal">If the underlying data is inconsistent or poorly governed, AI systems can produce:<o:p></o:p></p>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="mso-list: l8 level1 lfo8; tab-stops: list .5in;">incorrect recommendations<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l8 level1 lfo8; tab-stops: list .5in;">biased outcomes<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l8 level1 lfo8; tab-stops: list .5in;">regulatory violations<o:p></o:p></li>
</ul>
<p class="MsoNormal">This is why many experts now emphasize <b>data governance and lineage</b> as critical safeguards.<o:p></o:p></p>
<p class="MsoNormal">Knowing where data comes from—and how it has been transformed—is essential for responsible AI.<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="2" width="100%" align="center"></div>
<p class="MsoNormal"><b>The Quiet Success Stories<o:p></o:p></b></p>
<p class="MsoNormal">Despite the challenges, many organizations are making real progress.<o:p></o:p></p>
<p class="MsoNormal">Large banks now maintain unified customer profiles across dozens of systems.<o:p></o:p></p>
<p class="MsoNormal">Airlines integrate operations, logistics, and passenger data in real time.<o:p></o:p></p>
<p class="MsoNormal">Governments are beginning to create <b>whole-of-government identity and service platforms</b>.<o:p></o:p></p>
<p class="MsoNormal">These efforts often take years, but once the foundation exists, innovation accelerates dramatically.<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="2" width="100%" align="center"></div>
<p class="MsoNormal"><b>The Next Frontier: Knowledge Graphs and Intelligent Systems<o:p></o:p></b></p>
<p class="MsoNormal">The future of enterprise data may look very different from traditional databases.<o:p></o:p></p>
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" v:shapes="Picture_x0020_2"><!--[endif]--></span><o:p></o:p></p>
<p class="MsoNormal">Many organizations are now experimenting with <b>knowledge graphs</b>—data structures that explicitly map relationships between entities.<o:p></o:p></p>
<p class="MsoNormal">Instead of just storing records, these systems understand how things connect:<o:p></o:p></p>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="mso-list: l6 level1 lfo9; tab-stops: list .5in;">people to organizations<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l6 level1 lfo9; tab-stops: list .5in;">organizations to programs<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l6 level1 lfo9; tab-stops: list .5in;">programs to regulations<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l6 level1 lfo9; tab-stops: list .5in;">regulations to outcomes<o:p></o:p></li>
</ul>
<p class="MsoNormal">When combined with AI, this creates something closer to <b>institutional intelligence</b>.<o:p></o:p></p>
<p class="MsoNormal">A policymaker could ask:<o:p></o:p></p>
<p class="MsoNormal"><i>"Which regulatory programs have the highest enforcement costs but the lowest compliance improvements?"</i><o:p></o:p></p>
<p class="MsoNormal">And the system could answer in seconds.<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="2" width="100%" align="center"></div>
<p class="MsoNormal"><b>The Deeper Lesson: Data Is Institutional Memory<o:p></o:p></b></p>
<p class="MsoNormal">At its deepest level, the enterprise data hub represents something more profound than technology.<o:p></o:p></p>
<p class="MsoNormal">It is the <b>memory of the organization</b>.<o:p></o:p></p>
<p class="MsoNormal">Every transaction, decision, and interaction contributes to that memory.<o:p></o:p></p>
<p class="MsoNormal">When the memory is fragmented, organizations repeat mistakes and struggle to learn.<o:p></o:p></p>
<p class="MsoNormal">When it is connected and accessible, institutions become smarter over time.<o:p></o:p></p>
<p class="MsoNormal">They detect risks earlier.<br>They design better policies.<br>They deliver better services.<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="2" width="100%" align="center"></div>
<p class="MsoNormal"><b>Final Thought: The Most Important Infrastructure You Never See<o:p></o:p></b></p>
<p class="MsoNormal">The digital transformation headlines often focus on apps, AI tools, and new user experiences.<o:p></o:p></p>
<p class="MsoNormal">But beneath those innovations lies something quieter and more fundamental.<o:p></o:p></p>
<p class="MsoNormal">A well-designed enterprise data model.<o:p></o:p></p>
<p class="MsoNormal">It’s the invisible infrastructure that makes modern intelligence possible.<o:p></o:p></p>
<p class="MsoNormal">The organizations that invest in it—carefully, patiently, and responsibly—will be the ones that truly unlock the next era of <b>data-driven governance, business innovation, and intelligent systems</b>.<o:p></o:p></p>
<p class="MsoNormal">And those that don’t?<o:p></o:p></p>
<p><span style="font-size: 12pt; line-height: 115%; font-family: Aptos, sans-serif;">They may discover that the future runs on data they never managed to connect.</span></p>
<p><span style="font-size: 12pt; line-height: 115%; font-family: Aptos, sans-serif;">Written/published by <a href="https://www.linkedin.com/in/kevin-marshall-3470852/">Kevin Marshall</a> with the help of AI models. (AI Quantum Intelligence)</span></p>]]> </content:encoded>
</item>

<item>
<title>Building Vertex AI Search Applications: A Comprehensive Guide</title>
<link>https://aiquantumintelligence.com/building-vertex-ai-search-applications-a-comprehensive-guide</link>
<guid>https://aiquantumintelligence.com/building-vertex-ai-search-applications-a-comprehensive-guide</guid>
<description><![CDATA[ This guide explores the essential components, implementation strategies, and best practices for building production-ready search applications using Vertex AI Search and AI Applications. ]]></description>
<enclosure url="https://www.kdnuggets.com/wp-content/uploads/kdn-google-vertex-ai-guide.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 13 Feb 2026 06:09:26 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Building, Vertex, Search, Applications:, Comprehensive, Guide</media:keywords>
<content:encoded><![CDATA[This guide explores the essential components, implementation strategies, and best practices for building production-ready search applications using Vertex AI Search and AI Applications.]]> </content:encoded>
</item>

<item>
<title>12 Python Libraries You Need to Try in 2026</title>
<link>https://aiquantumintelligence.com/12-python-libraries-you-need-to-try-in-2026</link>
<guid>https://aiquantumintelligence.com/12-python-libraries-you-need-to-try-in-2026</guid>
<description><![CDATA[ These are 12 Python libraries that made waves in 2025, and that every developer should try in 2026. ]]></description>
<enclosure url="https://www.kdnuggets.com/wp-content/uploads/kdn-12-python-libraries-2026.png" length="49398" type="image/jpeg"/>
<pubDate>Fri, 13 Feb 2026 06:09:26 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Python, Libraries, You, Need, Try, 2026</media:keywords>
<content:encoded><![CDATA[These are 12 Python libraries that made waves in 2025, and that every developer should try in 2026.]]> </content:encoded>
</item>

<item>
<title>My Honest And Candid Review of Abacus AI Deep Agent</title>
<link>https://aiquantumintelligence.com/my-honest-and-candid-review-of-abacus-ai-deep-agent</link>
<guid>https://aiquantumintelligence.com/my-honest-and-candid-review-of-abacus-ai-deep-agent</guid>
<description><![CDATA[ A glimpse into what might be the early days of artificial general intelligence ]]></description>
<enclosure url="https://www.kdnuggets.com/wp-content/uploads/image1-9.png" length="49398" type="image/jpeg"/>
<pubDate>Fri, 13 Feb 2026 06:09:26 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Honest, And, Candid, Review, Abacus, Deep, Agent</media:keywords>
<content:encoded><![CDATA[A glimpse into what might be the early days of artificial general intelligence]]> </content:encoded>
</item>

<item>
<title>Building Practical MLOps for a Personal ML Project</title>
<link>https://aiquantumintelligence.com/building-practical-mlops-for-a-personal-ml-project</link>
<guid>https://aiquantumintelligence.com/building-practical-mlops-for-a-personal-ml-project</guid>
<description><![CDATA[ A step-by-step guide to turning a notebook-based analysis into a reproducible, deployable, and portfolio-ready MLOps project ]]></description>
<enclosure url="https://www.kdnuggets.com/wp-content/uploads/Rosidi-Building-Practical-MLOps-1.png" length="49398" type="image/jpeg"/>
<pubDate>Fri, 13 Feb 2026 06:09:26 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Building, Practical, MLOps, for, Personal, Project</media:keywords>
<content:encoded><![CDATA[A step-by-step guide to turning a notebook-based analysis into a reproducible, deployable, and portfolio-ready MLOps project]]> </content:encoded>
</item>

<item>
<title>Top 5 Embedding Models for Your RAG Pipeline</title>
<link>https://aiquantumintelligence.com/top-5-embedding-models-for-your-rag-pipeline</link>
<guid>https://aiquantumintelligence.com/top-5-embedding-models-for-your-rag-pipeline</guid>
<description><![CDATA[ Natural Language Processing ]]></description>
<enclosure url="https://www.kdnuggets.com/wp-content/uploads/awan_top_5_embedding_models_rag_pipeline_1.png" length="49398" type="image/jpeg"/>
<pubDate>Fri, 13 Feb 2026 06:09:26 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Top, Embedding, Models, for, Your, RAG, Pipeline</media:keywords>
<content:encoded><![CDATA[Natural Language Processing]]> </content:encoded>
</item>

<item>
<title>Why Most People Misuse SMOTE, And How to Do It Right</title>
<link>https://aiquantumintelligence.com/why-most-people-misuse-smote-and-how-to-do-it-right</link>
<guid>https://aiquantumintelligence.com/why-most-people-misuse-smote-and-how-to-do-it-right</guid>
<description><![CDATA[ Keys for oversampling your data for addressing class imbalance issues, the right way. ]]></description>
<enclosure url="https://www.kdnuggets.com/wp-content/uploads/kdn-ipc-misuse-smote.png" length="49398" type="image/jpeg"/>
<pubDate>Fri, 13 Feb 2026 06:09:26 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Why, Most, People, Misuse, SMOTE, And, How, Right</media:keywords>
<content:encoded><![CDATA[Keys for oversampling your data for addressing class imbalance issues, the right way.]]> </content:encoded>
</item>

<item>
<title>Versioning and Testing Data Solutions: Applying CI and Unit Tests on Interview&#45;style Queries</title>
<link>https://aiquantumintelligence.com/versioning-and-testing-data-solutions-applying-ci-and-unit-tests-on-interview-style-queries</link>
<guid>https://aiquantumintelligence.com/versioning-and-testing-data-solutions-applying-ci-and-unit-tests-on-interview-style-queries</guid>
<description><![CDATA[ Learn how to apply unit testing, version control, and continuous integration to data analysis scripts using Python and GitHub Actions. ]]></description>
<enclosure url="https://www.kdnuggets.com/wp-content/uploads/Rosidi-Versioning_and_Testing_Data_Solutions-1.1.png" length="49398" type="image/jpeg"/>
<pubDate>Fri, 13 Feb 2026 06:09:26 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Versioning, and, Testing, Data, Solutions:, Applying, and, Unit, Tests, Interview-style, Queries</media:keywords>
<content:encoded><![CDATA[Learn how to apply unit testing, version control, and continuous integration to data analysis scripts using Python and GitHub Actions.]]> </content:encoded>
</item>

<item>
<title>What Every Small Business Needs to Know About Agentic AI</title>
<link>https://aiquantumintelligence.com/what-every-small-business-needs-to-know-about-agentic-ai</link>
<guid>https://aiquantumintelligence.com/what-every-small-business-needs-to-know-about-agentic-ai</guid>
<description><![CDATA[ Generative AI, as experienced using traditional chat-style interfaces, has proven to be an incredibly useful tool. Still, it has a major limitation: it sits there and waits for you to type. ]]></description>
<enclosure url="https://www.kdnuggets.com/wp-content/uploads/Topic_15_thumbnail.png" length="49398" type="image/jpeg"/>
<pubDate>Fri, 13 Feb 2026 06:09:26 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>What, Every, Small, Business, Needs, Know, About, Agentic</media:keywords>
<content:encoded><![CDATA[Generative AI, as experienced using traditional chat-style interfaces, has proven to be an incredibly useful tool. Still, it has a major limitation: it sits there and waits for you to type.]]> </content:encoded>
</item>

<item>
<title>AI Agents Explained in 3 Levels of Difficulty</title>
<link>https://aiquantumintelligence.com/ai-agents-explained-in-3-levels-of-difficulty</link>
<guid>https://aiquantumintelligence.com/ai-agents-explained-in-3-levels-of-difficulty</guid>
<description><![CDATA[ AI agents go beyond single responses to perform tasks autonomously. Here’s a simple breakdown across three levels of difficulty. ]]></description>
<enclosure url="https://www.kdnuggets.com/wp-content/uploads/bala-ai-agents-3-levels-img.png" length="49398" type="image/jpeg"/>
<pubDate>Fri, 13 Feb 2026 06:09:26 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Agents, Explained, Levels, Difficulty</media:keywords>
<content:encoded><![CDATA[AI agents go beyond single responses to perform tasks autonomously. Here’s a simple breakdown across three levels of difficulty.]]> </content:encoded>
</item>

<item>
<title>Building Your Modern Data Analytics Stack with Python, Parquet, and DuckDB</title>
<link>https://aiquantumintelligence.com/building-your-modern-data-analytics-stack-with-python-parquet-and-duckdb</link>
<guid>https://aiquantumintelligence.com/building-your-modern-data-analytics-stack-with-python-parquet-and-duckdb</guid>
<description><![CDATA[ Modern data analytics doesn’t have to be complex. Learn how Python, Parquet, and DuckDB work together in practice. ]]></description>
<enclosure url="https://www.kdnuggets.com/wp-content/uploads/bala-img-data-analytics-stack.png" length="49398" type="image/jpeg"/>
<pubDate>Fri, 13 Feb 2026 06:09:26 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Building, Your, Modern, Data, Analytics, Stack, with, Python, Parquet, and, DuckDB</media:keywords>
<content:encoded><![CDATA[Modern data analytics doesn’t have to be complex. Learn how Python, Parquet, and DuckDB work together in practice.]]> </content:encoded>
</item>

<item>
<title>Beyond Giant Models: Why AI Orchestration Is the New Architecture</title>
<link>https://aiquantumintelligence.com/beyond-giant-models-why-ai-orchestration-is-the-new-architecture</link>
<guid>https://aiquantumintelligence.com/beyond-giant-models-why-ai-orchestration-is-the-new-architecture</guid>
<description><![CDATA[ AI orchestration coordinates specialized models and tools into systems greater than the sum of their parts. ]]></description>
<enclosure url="https://www.kdnuggets.com/wp-content/uploads/kdn-chugani-beyond-giant-models-ai-orchestration-new-architecture-feature-scaled.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 03 Feb 2026 08:30:48 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Beyond, Giant, Models:, Why, Orchestration, the, New, Architecture</media:keywords>
<content:encoded><![CDATA[AI orchestration coordinates specialized models and tools into systems greater than the sum of their parts.]]> </content:encoded>
</item>

<item>
<title>5 Time Series Foundation Models You Are Missing Out On</title>
<link>https://aiquantumintelligence.com/5-time-series-foundation-models-you-are-missing-out-on</link>
<guid>https://aiquantumintelligence.com/5-time-series-foundation-models-you-are-missing-out-on</guid>
<description><![CDATA[ Five widely adopted time series foundation models delivering accurate zero-shot forecasting across industries and time horizons. ]]></description>
<enclosure url="https://www.kdnuggets.com/wp-content/uploads/awan_5_time_series_foundation_models_missing_1.png" length="49398" type="image/jpeg"/>
<pubDate>Tue, 03 Feb 2026 08:30:48 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Time, Series, Foundation, Models, You, Are, Missing, Out</media:keywords>
<content:encoded><![CDATA[Five widely adopted time series foundation models delivering accurate zero-shot forecasting across industries and time horizons.]]> </content:encoded>
</item>

<item>
<title>On the Possibility of Small Networks for Physics&#45;Informed Learning</title>
<link>https://aiquantumintelligence.com/on-the-possibility-of-small-networks-for-physics-informed-learning</link>
<guid>https://aiquantumintelligence.com/on-the-possibility-of-small-networks-for-physics-informed-learning</guid>
<description><![CDATA[ A new kind of hyperparameter study
The post On the Possibility of Small Networks for Physics-Informed Learning appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/01/card-e1769650513541.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 03 Feb 2026 04:42:22 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>the, Possibility, Small, Networks, for, Physics-Informed, Learning</media:keywords>
<content:encoded><![CDATA[<p>A new kind of hyperparameter study</p>
<p>The post <a href="https://towardsdatascience.com/on-the-possibility-of-small-networks-for-physics-informed-learning/">On the Possibility of Small Networks for Physics-Informed Learning</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
</item>

<item>
<title>Creating an Etch A Sketch App Using Python and Turtle</title>
<link>https://aiquantumintelligence.com/creating-an-etch-a-sketch-app-using-python-and-turtle</link>
<guid>https://aiquantumintelligence.com/creating-an-etch-a-sketch-app-using-python-and-turtle</guid>
<description><![CDATA[ A beginner-friendly Python tutorial
The post Creating an Etch A Sketch App Using Python and Turtle appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/01/annie-spratt-MEKriXlIuag-unsplash-scaled-1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 03 Feb 2026 04:42:21 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Creating, Etch, Sketch, App, Using, Python, and, Turtle</media:keywords>
<content:encoded><![CDATA[<p>A beginner-friendly Python tutorial</p>
<p>The post <a href="https://towardsdatascience.com/creating-an-etch-a-sketch-app-using-python-turtle/">Creating an Etch A Sketch App Using Python and Turtle</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
</item>

<item>
<title>Why Your Multi&#45;Agent System is Failing: Escaping the 17x Error Trap of the “Bag of Agents”</title>
<link>https://aiquantumintelligence.com/why-your-multi-agent-system-is-failing-escaping-the-17x-error-trap-of-the-bag-of-agents</link>
<guid>https://aiquantumintelligence.com/why-your-multi-agent-system-is-failing-escaping-the-17x-error-trap-of-the-bag-of-agents</guid>
<description><![CDATA[ Hard-won lessons on how to scale agentic systems without scaling the chaos, including a taxonomy of core agent types.
The post Why Your Multi-Agent System is Failing: Escaping the 17x Error Trap of the “Bag of Agents” appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/01/1vd9Ia13BojAttqrIaQoFSg.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 03 Feb 2026 04:42:21 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Why, Your, Multi-Agent, System, Failing:, Escaping, the, 17x, Error, Trap, the, “Bag, Agents”</media:keywords>
<content:encoded><![CDATA[<p>Hard-won lessons on how to scale agentic systems without scaling the chaos, including a taxonomy of core agent types.</p>
<p>The post <a href="https://towardsdatascience.com/why-your-multi-agent-system-is-failing-escaping-the-17x-error-trap-of-the-bag-of-agents/">Why Your Multi-Agent System is Failing: Escaping the 17x Error Trap of the “Bag of Agents”</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
</item>

<item>
<title>How to Apply Agentic Coding to Solve Problems</title>
<link>https://aiquantumintelligence.com/how-to-apply-agentic-coding-to-solve-problems</link>
<guid>https://aiquantumintelligence.com/how-to-apply-agentic-coding-to-solve-problems</guid>
<description><![CDATA[ Learn how to efficiently solve problems with coding agents
The post How to Apply Agentic Coding to Solve Problems appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/01/image-214.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 03 Feb 2026 04:42:20 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>How, Apply, Agentic, Coding, Solve, Problems</media:keywords>
<content:encoded><![CDATA[<p>Learn how to efficiently solve problems with coding agents</p>
<p>The post <a href="https://towardsdatascience.com/how-to-apply-agentic-coding-to-solve-problem/">How to Apply Agentic Coding to Solve Problems</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
</item>

<item>
<title>How to Run Claude Code for Free with Local and Cloud Models from Ollama</title>
<link>https://aiquantumintelligence.com/how-to-run-claude-code-for-free-with-local-and-cloud-models-fromollama</link>
<guid>https://aiquantumintelligence.com/how-to-run-claude-code-for-free-with-local-and-cloud-models-fromollama</guid>
<description><![CDATA[ Ollama now offers Anthropic API compatibility
The post How to Run Claude Code for Free with Local and Cloud Models from Ollama appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/01/ChatGPT-Image-Jan-27-2026-08_59_52-PM.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 03 Feb 2026 04:42:20 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>How, Run, Claude, Code, for, Free, with, Local, and, Cloud, Models, from Ollama</media:keywords>
<content:encoded><![CDATA[<p>Ollama now offers Anthropic API compatibility</p>
<p>The post <a href="https://towardsdatascience.com/run-claude-code-for-free-with-local-and-cloud-models-from-ollama/">How to Run Claude Code for Free with Local and Cloud Models from Ollama</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
</item>

<item>
<title>Silicon Darwinism: Why Scarcity Is the Source of True Intelligence</title>
<link>https://aiquantumintelligence.com/silicon-darwinism-why-scarcity-is-the-source-of-true-intelligence</link>
<guid>https://aiquantumintelligence.com/silicon-darwinism-why-scarcity-is-the-source-of-true-intelligence</guid>
<description><![CDATA[ We are confusing “size” with “smart.” The next leap in artificial intelligence will not come from a larger data center, but from a more constrained environment.
The post Silicon Darwinism: Why Scarcity Is the Source of True Intelligence appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/02/ChatGPT-Image-Jan-30-2026-08_44_11-PM.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 03 Feb 2026 04:42:19 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Silicon, Darwinism:, Why, Scarcity, the, Source, True, Intelligence</media:keywords>
<content:encoded><![CDATA[<p>We are confusing “size” with “smart.” The next leap in artificial intelligence will not come from a larger data center, but from a more constrained environment.</p>
<p>The post <a href="https://towardsdatascience.com/silicon-darwinism-why-scarcity-is-the-source-of-true-intelligence/">Silicon Darwinism: Why Scarcity Is the Source of True Intelligence</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
</item>

<item>
<title>Distributed Reinforcement Learning for Scalable High&#45;Performance Policy Optimization</title>
<link>https://aiquantumintelligence.com/distributed-reinforcement-learning-for-scalable-high-performance-policy-optimization</link>
<guid>https://aiquantumintelligence.com/distributed-reinforcement-learning-for-scalable-high-performance-policy-optimization</guid>
<description><![CDATA[ Leveraging massive parallelism, asynchronous updates, and multi-machine training to match and exceed human-level performance
The post Distributed Reinforcement Learning for Scalable High-Performance Policy Optimization appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/02/pexels-adrien-olichon-1257089-3137056-1-scaled-1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 03 Feb 2026 04:42:19 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Distributed, Reinforcement, Learning, for, Scalable, High-Performance, Policy, Optimization</media:keywords>
<content:encoded><![CDATA[<p>Leveraging massive parallelism, asynchronous updates, and multi-machine training to match and exceed human-level performance</p>
<p>The post <a href="https://towardsdatascience.com/distributed-reinforcement-learning-for-scalable-high-performance-policy-optimization/">Distributed Reinforcement Learning for Scalable High-Performance Policy Optimization</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
</item>

<item>
<title>The Proximity of the Inception Score as an Evaluation Criterion</title>
<link>https://aiquantumintelligence.com/the-proximity-of-the-inception-score-as-an-evaluation-criterion</link>
<guid>https://aiquantumintelligence.com/the-proximity-of-the-inception-score-as-an-evaluation-criterion</guid>
<description><![CDATA[ The neighborhood of synthetic data
The post The Proximity of the Inception Score as an Evaluation Criterion appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/02/image-184.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 03 Feb 2026 04:42:18 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>The, Proximity, the, Inception, Score, Evaluation, Criterion</media:keywords>
<content:encoded><![CDATA[<p>The neighborhood of synthetic data</p>
<p>The post <a href="https://towardsdatascience.com/the-proximity-of-the-inception-score-as-an-evaluation-criterion/">The Proximity of the Inception Score as an Evaluation Criterion</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
</item>

<item>
<title>Building Systems That Survive Real Life</title>
<link>https://aiquantumintelligence.com/building-systems-that-survive-real-life</link>
<guid>https://aiquantumintelligence.com/building-systems-that-survive-real-life</guid>
<description><![CDATA[ Sara Nobrega on the transition from data science to AI engineering, using LLMs as a bridge to DevOps, and the one engineering skill junior data scientists need to stay competitive.
The post Building Systems That Survive Real Life appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/01/Sara-Author-Spotlight.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 03 Feb 2026 04:42:18 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Building, Systems, That, Survive, Real, Life</media:keywords>
<content:encoded><![CDATA[<p>Sara Nobrega on the transition from data science to AI engineering, using LLMs as a bridge to DevOps, and the one engineering skill junior data scientists need to stay competitive.</p>
<p>The post <a href="https://towardsdatascience.com/building-systems-that-survive-real-life/">Building Systems That Survive Real Life</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
</item>

<item>
<title>Creating a Data Pipeline to Monitor Local Crime Trends</title>
<link>https://aiquantumintelligence.com/creating-a-data-pipeline-to-monitor-local-crimetrends</link>
<guid>https://aiquantumintelligence.com/creating-a-data-pipeline-to-monitor-local-crimetrends</guid>
<description><![CDATA[ A walkthough of creating an ETL pipeline to extract local crime data and visualize it in Metabase.
The post Creating a Data Pipeline to Monitor Local Crime Trends appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/02/image-192.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 03 Feb 2026 04:42:17 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Creating, Data, Pipeline, Monitor, Local, Crime Trends</media:keywords>
<content:encoded><![CDATA[<p>A walkthough of creating an ETL pipeline to extract local crime data and visualize it in Metabase.</p>
<p>The post <a href="https://towardsdatascience.com/creating-a-data-pipeline-to-monitor-local-crime-trends/">Creating a Data Pipeline to Monitor Local Crime Trends</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
</item>

<item>
<title>Working with Billion&#45;Row Datasets in Python (Using Vaex)</title>
<link>https://aiquantumintelligence.com/working-with-billion-row-datasets-in-python-using-vaex</link>
<guid>https://aiquantumintelligence.com/working-with-billion-row-datasets-in-python-using-vaex</guid>
<description><![CDATA[ Analyze billion-row datasets in Python using Vaex. Learn how out-of-core processing, lazy evaluation, and memory mapping enable fast analytics at scale. ]]></description>
<enclosure url="https://www.kdnuggets.com/wp-content/uploads/KDN-Shittu-Working-with-Billion-Row-Datasets-in-Python.png" length="49398" type="image/jpeg"/>
<pubDate>Tue, 03 Feb 2026 04:36:26 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Working, with, Billion-Row, Datasets, Python, Using, Vaex</media:keywords>
<content:encoded><![CDATA[Analyze billion-row datasets in Python using Vaex. Learn how out-of-core processing, lazy evaluation, and memory mapping enable fast analytics at scale.]]> </content:encoded>
</item>

<item>
<title>WTF is a Parameter?!?</title>
<link>https://aiquantumintelligence.com/wtf-is-a-parameter</link>
<guid>https://aiquantumintelligence.com/wtf-is-a-parameter</guid>
<description><![CDATA[ Demystifying the concept of a parameter in machine learning: what they are, how many parameters a model has, and what could possibly go wrong when learning them. ]]></description>
<enclosure url="https://www.kdnuggets.com/wp-content/uploads/kdn-ipc-wtf-is-a-parameter.png" length="49398" type="image/jpeg"/>
<pubDate>Tue, 03 Feb 2026 04:36:26 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>WTF, Parameter</media:keywords>
<content:encoded><![CDATA[Demystifying the concept of a parameter in machine learning: what they are, how many parameters a model has, and what could possibly go wrong when learning them.]]> </content:encoded>
</item>

<item>
<title>5 Android Apps for Code Editing</title>
<link>https://aiquantumintelligence.com/5-android-apps-for-code-editing</link>
<guid>https://aiquantumintelligence.com/5-android-apps-for-code-editing</guid>
<description><![CDATA[ From debugging to quick fixes, here are the top Android apps every developer should have on their phone. ]]></description>
<enclosure url="https://www.kdnuggets.com/wp-content/uploads/awan_5_android_apps_code_editing_4.png" length="49398" type="image/jpeg"/>
<pubDate>Tue, 03 Feb 2026 04:36:26 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Android, Apps, for, Code, Editing</media:keywords>
<content:encoded><![CDATA[From debugging to quick fixes, here are the top Android apps every developer should have on their phone.]]> </content:encoded>
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<item>
<title>5 Fun APIs for Absolute Beginners</title>
<link>https://aiquantumintelligence.com/5-fun-apis-for-absolute-beginners</link>
<guid>https://aiquantumintelligence.com/5-fun-apis-for-absolute-beginners</guid>
<description><![CDATA[ Five APIs that make experimenting with AI and web data easy, practical, and beginner-friendly. ]]></description>
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<pubDate>Tue, 03 Feb 2026 04:36:26 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Fun, APIs, for, Absolute, Beginners</media:keywords>
<content:encoded><![CDATA[Five APIs that make experimenting with AI and web data easy, practical, and beginner-friendly.]]> </content:encoded>
</item>

<item>
<title>Managing Secrets and API Keys in Python Projects (.env Guide)</title>
<link>https://aiquantumintelligence.com/managing-secrets-and-api-keys-in-python-projects-env-guide</link>
<guid>https://aiquantumintelligence.com/managing-secrets-and-api-keys-in-python-projects-env-guide</guid>
<description><![CDATA[ If you use API keys in Python, you need a safe way to store them. This guide explains seven beginner-friendly techniques for managing secrets using .env files. ]]></description>
<enclosure url="https://www.kdnuggets.com/wp-content/uploads/Managing-Secrets-and-API-Keys-in-Python-Projects-.env-Guide.png" length="49398" type="image/jpeg"/>
<pubDate>Tue, 03 Feb 2026 04:36:26 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Managing, Secrets, and, API, Keys, Python, Projects, .env, Guide</media:keywords>
<content:encoded><![CDATA[If you use API keys in Python, you need a safe way to store them. This guide explains seven beginner-friendly techniques for managing secrets using .env files.]]> </content:encoded>
</item>

<item>
<title>How to Use Hugging Face Spaces to Host Your Portfolio for Free</title>
<link>https://aiquantumintelligence.com/how-to-use-hugging-face-spaces-to-host-your-portfolio-for-free</link>
<guid>https://aiquantumintelligence.com/how-to-use-hugging-face-spaces-to-host-your-portfolio-for-free</guid>
<description><![CDATA[ Hugging Face Spaces is a free way to host a portfolio with live demos, and this article walks through setting one up step by step. ]]></description>
<enclosure url="https://www.kdnuggets.com/wp-content/uploads/How-to-Use-Hugging-Face-Spaces-to-Host-Your-Portfolio-for-Free.png" length="49398" type="image/jpeg"/>
<pubDate>Tue, 03 Feb 2026 04:36:26 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>How, Use, Hugging, Face, Spaces, Host, Your, Portfolio, for, Free</media:keywords>
<content:encoded><![CDATA[Hugging Face Spaces is a free way to host a portfolio with live demos, and this article walks through setting one up step by step.]]> </content:encoded>
</item>

<item>
<title>7 Scikit&#45;learn Tricks for Hyperparameter Tuning</title>
<link>https://aiquantumintelligence.com/7-scikit-learn-tricks-for-hyperparameter-tuning</link>
<guid>https://aiquantumintelligence.com/7-scikit-learn-tricks-for-hyperparameter-tuning</guid>
<description><![CDATA[ Ready to learn these 7 Scikit-learn tricks that will take your machine learning models&#039; hyperparameter tuning skills to the next level? ]]></description>
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<pubDate>Tue, 03 Feb 2026 04:36:26 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Scikit-learn, Tricks, for, Hyperparameter, Tuning</media:keywords>
<content:encoded><![CDATA[Ready to learn these 7 Scikit-learn tricks that will take your machine learning models' hyperparameter tuning skills to the next level?]]> </content:encoded>
</item>

<item>
<title>Top 7 Coding Plans for Vibe Coding</title>
<link>https://aiquantumintelligence.com/top-7-coding-plans-for-vibe-coding</link>
<guid>https://aiquantumintelligence.com/top-7-coding-plans-for-vibe-coding</guid>
<description><![CDATA[ API bills are killing vibe coding. These seven coding plans let you ship faster without watching token costs. ]]></description>
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<pubDate>Tue, 03 Feb 2026 04:36:26 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Top, Coding, Plans, for, Vibe, Coding</media:keywords>
<content:encoded><![CDATA[API bills are killing vibe coding. These seven coding plans let you ship faster without watching token costs.]]> </content:encoded>
</item>

<item>
<title>The Multimodal AI Guide: Vision, Voice, Text, and Beyond</title>
<link>https://aiquantumintelligence.com/the-multimodal-ai-guide-vision-voice-text-and-beyond</link>
<guid>https://aiquantumintelligence.com/the-multimodal-ai-guide-vision-voice-text-and-beyond</guid>
<description><![CDATA[ AI systems now see images, hear speech, and process video, understanding information in its native form. ]]></description>
<enclosure url="https://www.kdnuggets.com/wp-content/uploads/kdn-chugani-multimodal-ai-guide-vision-voice-text-beyond-feature-scaled.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 03 Feb 2026 04:36:26 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>The, Multimodal, Guide:, Vision, Voice, Text, and, Beyond</media:keywords>
<content:encoded><![CDATA[AI systems now see images, hear speech, and process video, understanding information in its native form.]]> </content:encoded>
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<item>
<title>Beyond Human Blinders: How AI Is Rewriting Data Science’s Rules</title>
<link>https://aiquantumintelligence.com/beyond-human-blinders-how-ai-is-rewriting-data-sciences-rules</link>
<guid>https://aiquantumintelligence.com/beyond-human-blinders-how-ai-is-rewriting-data-sciences-rules</guid>
<description><![CDATA[ AI and large models let data science move from curated samples to broad, auditable discovery—shifting bias, not eliminating it, and demanding new governance. ]]></description>
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<pubDate>Mon, 26 Jan 2026 09:49:50 -0500</pubDate>
<dc:creator>Kevin Marshall 1</dc:creator>
<media:keywords>AI, data science, machine learning, large language models, bias mitigation, data governance, model auditing, fairness, big data, exploratory analysis, foundation models, automated feature extraction</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><b><span style="mso-ansi-language: EN-US;">AI and large models are transforming data science by enabling far broader, less pre‑filtered data ingestion and automated discovery — but they do not eliminate bias; they shift where and how bias appears and make rigorous auditing and human oversight more essential than ever.</span></b><span style="mso-ansi-language: EN-US;"><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="mso-ansi-language: EN-US;"><o:p> </o:p></span></p>
<h2><span style="mso-ansi-language: EN-US;">The promise: discovery without early human blinders<o:p></o:p></span></h2>
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="mso-ansi-language: EN-US;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="mso-ansi-language: EN-US;">For decades, data science workflows began with <b>human-curated filters</b>: sampling rules, exclusion criteria, and feature selection that made problems tractable but also encoded assumptions about what “mattered.” Those early choices often <b>removed signals</b> before analysis began. Today, <b>LLMs and foundation models can consume vastly larger, more heterogeneous datasets</b>, surfacing correlations and hypotheses that pre-filters would have discarded. This expands the discovery space and accelerates exploratory science.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="mso-ansi-language: EN-US;"><o:p> </o:p></span></p>
<h2><span style="mso-ansi-language: EN-US;">Interdependencies: AI, ML, and data science<o:p></o:p></span></h2>
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="mso-ansi-language: EN-US;"><o:p> </o:p></span></p>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="margin-bottom: 0in; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><b><span style="mso-ansi-language: EN-US;">Data science</span></b><span style="mso-ansi-language: EN-US;"> frames questions, defines metrics, and validates outcomes.<o:p></o:p></span></li>
<li class="MsoNormal" style="margin-bottom: 0in; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><b><span style="mso-ansi-language: EN-US;">Machine learning</span></b><span style="mso-ansi-language: EN-US;"> provides algorithms that learn structure and generalize.<o:p></o:p></span></li>
<li class="MsoNormal" style="margin-bottom: 0in; line-height: normal; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><b><span style="mso-ansi-language: EN-US;">AI (LLMs, foundation models)</span></b><span style="mso-ansi-language: EN-US;"> scales interpretation, feature extraction, and synthesis of unstructured sources.<br>Together they create a feedback loop: richer data enables stronger models; stronger models enable richer features; clearer questions from data scientists guide model selection.<o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="mso-ansi-language: EN-US;"><o:p> </o:p></span></p>
<h2><span style="mso-ansi-language: EN-US;">Comparison table: human pre-filtering vs AI-driven ingestion<o:p></o:p></span></h2>
<table class="MsoTable15Grid4Accent1" border="1" cellspacing="0" cellpadding="0" style="border-collapse: collapse; border: none; mso-border-alt: solid #45B0E1 .5pt; mso-border-themecolor: accent1; mso-border-themetint: 153; mso-yfti-tbllook: 1184; mso-padding-alt: 0in 5.4pt 0in 5.4pt;">
<tbody>
<tr style="mso-yfti-irow: -1; mso-yfti-firstrow: yes; mso-yfti-lastfirstrow: yes;">
<td width="174" valign="top" style="width: 130.25pt; border: solid #156082 1.0pt; mso-border-themecolor: accent1; border-right: none; mso-border-top-alt: solid #156082 .5pt; mso-border-top-themecolor: accent1; mso-border-left-alt: solid #156082 .5pt; mso-border-left-themecolor: accent1; mso-border-bottom-alt: solid #156082 .5pt; mso-border-bottom-themecolor: accent1; background: #156082; mso-background-themecolor: accent1; padding: 0in 5.4pt 0in 5.4pt;">
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal; mso-yfti-cnfc: 5;"><span lang="EN-CA" style="font-size: 12.0pt; color: white; mso-themecolor: background1;">Attribute</span><span style="font-size: 12.0pt; color: white; mso-themecolor: background1; mso-ansi-language: EN-US;"><o:p></o:p></span></p>
</td>
<td width="198" valign="top" style="width: 148.5pt; border-top: solid #156082 1.0pt; mso-border-top-themecolor: accent1; border-left: none; border-bottom: solid #156082 1.0pt; mso-border-bottom-themecolor: accent1; border-right: none; mso-border-top-alt: solid #156082 .5pt; mso-border-bottom-alt: solid #156082 .5pt; background: #156082; mso-background-themecolor: accent1; padding: 0in 5.4pt 0in 5.4pt;">
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal; mso-yfti-cnfc: 1;"><b><span style="font-size: 12.0pt; color: white; mso-themecolor: background1; mso-ansi-language: EN-US;">Human pre-filtering<o:p></o:p></span></b></p>
</td>
<td width="252" valign="top" style="width: 188.75pt; border: solid #156082 1.0pt; mso-border-themecolor: accent1; border-left: none; mso-border-top-alt: solid #156082 .5pt; mso-border-top-themecolor: accent1; mso-border-bottom-alt: solid #156082 .5pt; mso-border-bottom-themecolor: accent1; mso-border-right-alt: solid #156082 .5pt; mso-border-right-themecolor: accent1; background: #156082; mso-background-themecolor: accent1; padding: 0in 5.4pt 0in 5.4pt;">
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal; mso-yfti-cnfc: 1;"><span lang="EN-CA" style="font-size: 12.0pt; color: white; mso-themecolor: background1;">AI-driven broad ingestion</span><span style="font-size: 12.0pt; color: white; mso-themecolor: background1; mso-ansi-language: EN-US;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 0;">
<td width="174" valign="top" style="width: 130.25pt; border: solid #45B0E1 1.0pt; mso-border-themecolor: accent1; mso-border-themetint: 153; border-top: none; mso-border-top-alt: solid #45B0E1 .5pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 153; mso-border-alt: solid #45B0E1 .5pt; background: #C1E4F5; mso-background-themecolor: accent1; mso-background-themetint: 51; padding: 0in 5.4pt 0in 5.4pt;">
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal; mso-yfti-cnfc: 68;"><b><span lang="EN-CA" style="color: black; mso-color-alt: windowtext;">Bias sources</span></b><b><span style="mso-ansi-language: EN-US;"><o:p></o:p></span></b></p>
</td>
<td width="198" valign="top" style="width: 148.5pt; border-top: none; border-left: none; border-bottom: solid #45B0E1 1.0pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 153; border-right: solid #45B0E1 1.0pt; mso-border-right-themecolor: accent1; mso-border-right-themetint: 153; mso-border-top-alt: solid #45B0E1 .5pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 153; mso-border-left-alt: solid #45B0E1 .5pt; mso-border-left-themecolor: accent1; mso-border-left-themetint: 153; mso-border-alt: solid #45B0E1 .5pt; mso-border-themecolor: accent1; mso-border-themetint: 153; background: #C1E4F5; mso-background-themecolor: accent1; mso-background-themetint: 51; padding: 0in 5.4pt 0in 5.4pt;">
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal; mso-yfti-cnfc: 64;"><span lang="EN-CA" style="color: black; mso-color-alt: windowtext;">Selection and confirmation bias</span><span style="mso-ansi-language: EN-US;"><o:p></o:p></span></p>
</td>
<td width="252" valign="top" style="width: 188.75pt; border-top: none; border-left: none; border-bottom: solid #45B0E1 1.0pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 153; border-right: solid #45B0E1 1.0pt; mso-border-right-themecolor: accent1; mso-border-right-themetint: 153; mso-border-top-alt: solid #45B0E1 .5pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 153; mso-border-left-alt: solid #45B0E1 .5pt; mso-border-left-themecolor: accent1; mso-border-left-themetint: 153; mso-border-alt: solid #45B0E1 .5pt; mso-border-themecolor: accent1; mso-border-themetint: 153; background: #C1E4F5; mso-background-themecolor: accent1; mso-background-themetint: 51; padding: 0in 5.4pt 0in 5.4pt;">
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal; mso-yfti-cnfc: 64;"><span lang="EN-CA" style="color: black; mso-color-alt: windowtext;">Training-data artifacts and label bias</span><span style="mso-ansi-language: EN-US;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td width="174" valign="top" style="width: 130.25pt; border: solid #45B0E1 1.0pt; mso-border-themecolor: accent1; mso-border-themetint: 153; border-top: none; mso-border-top-alt: solid #45B0E1 .5pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 153; mso-border-alt: solid #45B0E1 .5pt; padding: 0in 5.4pt 0in 5.4pt;">
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal; mso-yfti-cnfc: 4;"><b><span lang="EN-CA">Scalability</span></b><b><span style="mso-ansi-language: EN-US;"><o:p></o:p></span></b></p>
</td>
<td width="198" valign="top" style="width: 148.5pt; border-top: none; border-left: none; border-bottom: solid #45B0E1 1.0pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 153; border-right: solid #45B0E1 1.0pt; mso-border-right-themecolor: accent1; mso-border-right-themetint: 153; mso-border-top-alt: solid #45B0E1 .5pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 153; mso-border-left-alt: solid #45B0E1 .5pt; mso-border-left-themecolor: accent1; mso-border-left-themetint: 153; mso-border-alt: solid #45B0E1 .5pt; mso-border-themecolor: accent1; mso-border-themetint: 153; padding: 0in 5.4pt 0in 5.4pt;">
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="mso-ansi-language: EN-US;">Limited by human effort<o:p></o:p></span></p>
</td>
<td width="252" valign="top" style="width: 188.75pt; border-top: none; border-left: none; border-bottom: solid #45B0E1 1.0pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 153; border-right: solid #45B0E1 1.0pt; mso-border-right-themecolor: accent1; mso-border-right-themetint: 153; mso-border-top-alt: solid #45B0E1 .5pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 153; mso-border-left-alt: solid #45B0E1 .5pt; mso-border-left-themecolor: accent1; mso-border-left-themetint: 153; mso-border-alt: solid #45B0E1 .5pt; mso-border-themecolor: accent1; mso-border-themetint: 153; padding: 0in 5.4pt 0in 5.4pt;">
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span lang="EN-CA">High; handles massive unstructured data</span><span style="mso-ansi-language: EN-US;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td width="174" valign="top" style="width: 130.25pt; border: solid #45B0E1 1.0pt; mso-border-themecolor: accent1; mso-border-themetint: 153; border-top: none; mso-border-top-alt: solid #45B0E1 .5pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 153; mso-border-alt: solid #45B0E1 .5pt; background: #C1E4F5; mso-background-themecolor: accent1; mso-background-themetint: 51; padding: 0in 5.4pt 0in 5.4pt;">
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal; mso-yfti-cnfc: 68;"><b><span lang="EN-CA" style="color: black; mso-color-alt: windowtext;">Transparency</span></b><b><span style="mso-ansi-language: EN-US;"><o:p></o:p></span></b></p>
</td>
<td width="198" valign="top" style="width: 148.5pt; border-top: none; border-left: none; border-bottom: solid #45B0E1 1.0pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 153; border-right: solid #45B0E1 1.0pt; mso-border-right-themecolor: accent1; mso-border-right-themetint: 153; mso-border-top-alt: solid #45B0E1 .5pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 153; mso-border-left-alt: solid #45B0E1 .5pt; mso-border-left-themecolor: accent1; mso-border-left-themetint: 153; mso-border-alt: solid #45B0E1 .5pt; mso-border-themecolor: accent1; mso-border-themetint: 153; background: #C1E4F5; mso-background-themecolor: accent1; mso-background-themetint: 51; padding: 0in 5.4pt 0in 5.4pt;">
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal; mso-yfti-cnfc: 64;"><span lang="EN-CA" style="color: black; mso-color-alt: windowtext;">Easier to audit</span><span style="mso-ansi-language: EN-US;"><o:p></o:p></span></p>
</td>
<td width="252" valign="top" style="width: 188.75pt; border-top: none; border-left: none; border-bottom: solid #45B0E1 1.0pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 153; border-right: solid #45B0E1 1.0pt; mso-border-right-themecolor: accent1; mso-border-right-themetint: 153; mso-border-top-alt: solid #45B0E1 .5pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 153; mso-border-left-alt: solid #45B0E1 .5pt; mso-border-left-themecolor: accent1; mso-border-left-themetint: 153; mso-border-alt: solid #45B0E1 .5pt; mso-border-themecolor: accent1; mso-border-themetint: 153; background: #C1E4F5; mso-background-themecolor: accent1; mso-background-themetint: 51; padding: 0in 5.4pt 0in 5.4pt;">
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal; mso-yfti-cnfc: 64;"><span lang="EN-CA" style="color: black; mso-color-alt: windowtext;">Often opaque; needs model audits</span><span style="mso-ansi-language: EN-US;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td width="174" valign="top" style="width: 130.25pt; border: solid #45B0E1 1.0pt; mso-border-themecolor: accent1; mso-border-themetint: 153; border-top: none; mso-border-top-alt: solid #45B0E1 .5pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 153; mso-border-alt: solid #45B0E1 .5pt; padding: 0in 5.4pt 0in 5.4pt;">
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal; mso-yfti-cnfc: 4;"><b><span lang="EN-CA">Risk of missing signals</span></b><b><span style="mso-ansi-language: EN-US;"><o:p></o:p></span></b></p>
</td>
<td width="198" valign="top" style="width: 148.5pt; border-top: none; border-left: none; border-bottom: solid #45B0E1 1.0pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 153; border-right: solid #45B0E1 1.0pt; mso-border-right-themecolor: accent1; mso-border-right-themetint: 153; mso-border-top-alt: solid #45B0E1 .5pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 153; mso-border-left-alt: solid #45B0E1 .5pt; mso-border-left-themecolor: accent1; mso-border-left-themetint: 153; mso-border-alt: solid #45B0E1 .5pt; mso-border-themecolor: accent1; mso-border-themetint: 153; padding: 0in 5.4pt 0in 5.4pt;">
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span lang="EN-CA">High</span><span style="mso-ansi-language: EN-US;"><o:p></o:p></span></p>
</td>
<td width="252" valign="top" style="width: 188.75pt; border-top: none; border-left: none; border-bottom: solid #45B0E1 1.0pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 153; border-right: solid #45B0E1 1.0pt; mso-border-right-themecolor: accent1; mso-border-right-themetint: 153; mso-border-top-alt: solid #45B0E1 .5pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 153; mso-border-left-alt: solid #45B0E1 .5pt; mso-border-left-themecolor: accent1; mso-border-left-themetint: 153; mso-border-alt: solid #45B0E1 .5pt; mso-border-themecolor: accent1; mso-border-themetint: 153; padding: 0in 5.4pt 0in 5.4pt;">
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span lang="EN-CA">Lower if data available</span><span style="mso-ansi-language: EN-US;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td width="174" valign="top" style="width: 130.25pt; border: solid #45B0E1 1.0pt; mso-border-themecolor: accent1; mso-border-themetint: 153; border-top: none; mso-border-top-alt: solid #45B0E1 .5pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 153; mso-border-alt: solid #45B0E1 .5pt; background: #C1E4F5; mso-background-themecolor: accent1; mso-background-themetint: 51; padding: 0in 5.4pt 0in 5.4pt;">
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal; mso-yfti-cnfc: 68;"><b><span lang="EN-CA" style="color: black; mso-color-alt: windowtext;">Best use case</span></b><b><span style="mso-ansi-language: EN-US;"><o:p></o:p></span></b></p>
</td>
<td width="198" valign="top" style="width: 148.5pt; border-top: none; border-left: none; border-bottom: solid #45B0E1 1.0pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 153; border-right: solid #45B0E1 1.0pt; mso-border-right-themecolor: accent1; mso-border-right-themetint: 153; mso-border-top-alt: solid #45B0E1 .5pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 153; mso-border-left-alt: solid #45B0E1 .5pt; mso-border-left-themecolor: accent1; mso-border-left-themetint: 153; mso-border-alt: solid #45B0E1 .5pt; mso-border-themecolor: accent1; mso-border-themetint: 153; background: #C1E4F5; mso-background-themecolor: accent1; mso-background-themetint: 51; padding: 0in 5.4pt 0in 5.4pt;">
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal; mso-yfti-cnfc: 64;"><span lang="EN-CA" style="color: black; mso-color-alt: windowtext;">Small, well-understood domains</span><span style="mso-ansi-language: EN-US;"><o:p></o:p></span></p>
</td>
<td width="252" valign="top" style="width: 188.75pt; border-top: none; border-left: none; border-bottom: solid #45B0E1 1.0pt; mso-border-bottom-themecolor: accent1; mso-border-bottom-themetint: 153; border-right: solid #45B0E1 1.0pt; mso-border-right-themecolor: accent1; mso-border-right-themetint: 153; mso-border-top-alt: solid #45B0E1 .5pt; mso-border-top-themecolor: accent1; mso-border-top-themetint: 153; mso-border-left-alt: solid #45B0E1 .5pt; mso-border-left-themecolor: accent1; mso-border-left-themetint: 153; mso-border-alt: solid #45B0E1 .5pt; mso-border-themecolor: accent1; mso-border-themetint: 153; background: #C1E4F5; mso-background-themecolor: accent1; mso-background-themetint: 51; padding: 0in 5.4pt 0in 5.4pt;">
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal; mso-yfti-cnfc: 64;"><span lang="EN-CA" style="color: black; mso-color-alt: windowtext;">Exploratory discovery and synthesis</span><span style="mso-ansi-language: EN-US;"><o:p></o:p></span></p>
</td>
</tr>
</tbody>
</table>
<p class="MsoNormal"><span style="mso-ansi-language: EN-US;"><o:p> </o:p></span></p>
<h2><span style="mso-ansi-language: EN-US;">Why “objective” is misleading<o:p></o:p></span></h2>
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="mso-ansi-language: EN-US;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="mso-ansi-language: EN-US;">Calling AI “objective” is <b>dangerous shorthand</b>. Models inherit the distributions and social patterns in their training data; they can <b>amplify historical biases</b> even as they remove human pre-filters. Recent research shows both promise and limits: targeted techniques like <a href="https://www.geeksforgeeks.org/deep-learning/neural-network-pruning-in-deep-learning/">neuron pruning</a> can reduce certain biases in LLMs, but context matters and one-size fixes rarely generalize. Knowledge‑graph augmentation and other training strategies can significantly reduce biased associations, but they require domain‑specific design and evaluation. Reviews of debiasing methods emphasize that no single mitigation approach eliminates all harms; layered approaches are necessary.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="mso-ansi-language: EN-US;"><o:p> </o:p></span></p>
<h2><span style="mso-ansi-language: EN-US;">Practical guide: decision points and recommendations<o:p></o:p></span></h2>
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><b><span style="mso-ansi-language: EN-US;"><o:p> </o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><b><span style="mso-ansi-language: EN-US;">Key considerations:</span></b><span style="mso-ansi-language: EN-US;"> <b>data provenance</b>, <b>label quality</b>, <b>representativeness</b>, <b>regulatory constraints</b>, and <b>explainability</b>.<br><b>Decision points:</b> choose whether the goal is <i>discovery</i> (favour broad ingestion) or <i>high‑stakes decisioning</i> (favour curated, audited datasets). <b>Clarifying questions</b> teams should answer up front: <i>What decisions will this support? Which groups could be harmed? What audit trails are required?</i><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><b><span style="mso-ansi-language: EN-US;"><o:p> </o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><b><span style="mso-ansi-language: EN-US;">Recommendations:</span></b><span style="mso-ansi-language: EN-US;"><o:p></o:p></span></p>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="margin-bottom: 0in; line-height: normal; mso-list: l1 level1 lfo2; tab-stops: list .5in;"><span style="mso-ansi-language: EN-US;">Combine <b>broad ingestion</b> for exploration with <b>targeted human constraints</b> for deployment.<o:p></o:p></span></li>
<li class="MsoNormal" style="margin-bottom: 0in; line-height: normal; mso-list: l1 level1 lfo2; tab-stops: list .5in;"><span style="mso-ansi-language: EN-US;">Build automated <b>bias audits</b> and counterfactual tests into pipelines.<o:p></o:p></span></li>
<li class="MsoNormal" style="margin-bottom: 0in; line-height: normal; mso-list: l1 level1 lfo2; tab-stops: list .5in;"><span style="mso-ansi-language: EN-US;">Use domain‑specific mitigation (e.g., pruning, knowledge‑graph augmentation) and measure fairness metrics continuously.<o:p></o:p></span></li>
</ul>
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="mso-ansi-language: EN-US;"><o:p> </o:p></span></p>
<h2><span style="mso-ansi-language: EN-US;">Risks and mitigations<o:p></o:p></span></h2>
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><b><span style="mso-ansi-language: EN-US;"><o:p> </o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><b><span style="mso-ansi-language: EN-US;">Risk:</span></b><span style="mso-ansi-language: EN-US;"> model amplification of historical bias leading to unfair outcomes.<br><b>Mitigations:</b> provenance checks, counterfactual evaluation, diverse test sets, and continuous monitoring; hold deployers accountable for context‑specific harms.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="mso-ansi-language: EN-US;"><o:p> </o:p></span></p>
<h2><span style="mso-ansi-language: EN-US;">Closing<o:p></o:p></span></h2>
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="mso-ansi-language: EN-US;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span style="mso-ansi-language: EN-US;">The future of data science is <b>not</b> human‑free analysis; it is <b>human‑plus‑AI</b> workflows. AI expands what we can see; humans must decide what we should act on, and build the governance to ensure those actions are fair, explainable, and aligned with societal values.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0in; line-height: normal;"><span lang="EN-CA"><o:p> </o:p></span></p>
<p><span lang="EN-CA" style="font-size: 11.0pt; line-height: 107%; font-family: 'Aptos',sans-serif; mso-ascii-theme-font: minor-latin; mso-fareast-font-family: Aptos; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; mso-ansi-language: EN-CA; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;">Written/published by <a href="https://www.linkedin.com/in/kevin-marshall-3470852/">Kevin Marshall</a> with the help of AI models (AI Quantum Intelligence).</span></p>]]> </content:encoded>
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<title>Google Trends is Misleading You: How to Do Machine Learning with Google Trends Data</title>
<link>https://aiquantumintelligence.com/google-trends-is-misleading-you-how-to-do-machine-learning-with-google-trends-data</link>
<guid>https://aiquantumintelligence.com/google-trends-is-misleading-you-how-to-do-machine-learning-with-google-trends-data</guid>
<description><![CDATA[ Google Trends is one of the most widely used tools for analysing human behaviour at scale. Journalists use it. Data scientists use it. Entire papers are built on it. But there is a fundamental property of Google Trends data that makes it very easy to misuse, especially if you are working with time series or trying to build models, and most people never realise they are doing it.
The post Google Trends is Misleading You: How to Do Machine Learning with Google Trends Data appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/01/Google.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 22 Jan 2026 11:46:37 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Google, Trends, Misleading, You:, How, Machine, Learning, with, Google, Trends, Data</media:keywords>
<content:encoded><![CDATA[<p>Google Trends is one of the most widely used tools for analysing human behaviour at scale. Journalists use it. Data scientists use it. Entire papers are built on it. But there is a fundamental property of Google Trends data that makes it very easy to misuse, especially if you are working with time series or trying to build models, and most people never realise they are doing it.</p>
<p>The post <a href="https://towardsdatascience.com/google-trends-is-misleading-you-how-to-do-machine-learning-with-google-trends-data/">Google Trends is Misleading You: How to Do Machine Learning with Google Trends Data</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
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<title>What Other Industries Can Learn from Healthcare’s Knowledge Graphs</title>
<link>https://aiquantumintelligence.com/what-other-industries-can-learn-from-healthcares-knowledge-graphs</link>
<guid>https://aiquantumintelligence.com/what-other-industries-can-learn-from-healthcares-knowledge-graphs</guid>
<description><![CDATA[ How shared meaning, evidence, and standards create durable semantic infrastructure
The post What Other Industries Can Learn from Healthcare’s Knowledge Graphs appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/01/image-107.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 22 Jan 2026 11:46:36 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>What, Other, Industries, Can, Learn, from, Healthcare’s, Knowledge, Graphs</media:keywords>
<content:encoded><![CDATA[<p>How shared meaning, evidence, and standards create durable semantic infrastructure</p>
<p>The post <a href="https://towardsdatascience.com/what-other-industries-can-learn-from-healthcares-knowledge-graphs/">What Other Industries Can Learn from Healthcare’s Knowledge Graphs</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
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<title>Stop Writing Messy Boolean Masks: 10 Elegant Ways to Filter Pandas DataFrames</title>
<link>https://aiquantumintelligence.com/stop-writing-messy-boolean-masks-10-elegant-ways-to-filter-pandas-dataframes</link>
<guid>https://aiquantumintelligence.com/stop-writing-messy-boolean-masks-10-elegant-ways-to-filter-pandas-dataframes</guid>
<description><![CDATA[ Master the art of readable, high-performance data selection using .query(), .isin(), and advanced vectorized logic.
The post Stop Writing Messy Boolean Masks: 10 Elegant Ways to Filter Pandas DataFrames appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/01/filter-with-pandas.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 22 Jan 2026 11:46:35 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Stop, Writing, Messy, Boolean, Masks:, Elegant, Ways, Filter, Pandas, DataFrames</media:keywords>
<content:encoded><![CDATA[<p>Master the art of readable, high-performance data selection using .query(), .isin(), and advanced vectorized logic.</p>
<p>The post <a href="https://towardsdatascience.com/stop-writing-messy-boolean-masks-10-elegant-ways-to-filter-pandas-dataframes/">Stop Writing Messy Boolean Masks: 10 Elegant Ways to Filter Pandas DataFrames</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
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<item>
<title>Why SaaS Product Management Is the Best Domain for Data&#45;Driven Professionals in 2026</title>
<link>https://aiquantumintelligence.com/why-saas-product-management-is-the-best-domain-for-data-driven-professionals-in-2026</link>
<guid>https://aiquantumintelligence.com/why-saas-product-management-is-the-best-domain-for-data-driven-professionals-in-2026</guid>
<description><![CDATA[ How I use analytics, automation, and AI to build better SaaS 
The post Why SaaS Product Management Is the Best Domain for Data-Driven Professionals in 2026 appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/01/image-132.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 22 Jan 2026 11:46:34 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Why, SaaS, Product, Management, the, Best, Domain, for, Data-Driven, Professionals, 2026</media:keywords>
<content:encoded><![CDATA[<p>How I use analytics, automation, and AI to build better SaaS </p>
<p>The post <a href="https://towardsdatascience.com/why-saas-product-management-is-the-best-domain-for-data-driven-professionals-in-2026/">Why SaaS Product Management Is the Best Domain for Data-Driven Professionals in 2026</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
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<title>Evaluating Multi&#45;Step LLM&#45;Generated Content: Why Customer Journeys Require Structural Metrics</title>
<link>https://aiquantumintelligence.com/evaluating-multi-step-llm-generated-content-why-customer-journeys-require-structural-metrics</link>
<guid>https://aiquantumintelligence.com/evaluating-multi-step-llm-generated-content-why-customer-journeys-require-structural-metrics</guid>
<description><![CDATA[ How to evaluate goal-oriented content designed to build engagement and deliver business results, and why structure matters.
The post Evaluating Multi-Step LLM-Generated Content: Why Customer Journeys Require Structural Metrics appeared first on Towards Data Science. ]]></description>
<enclosure url="https://towardsdatascience.com/wp-content/uploads/2026/01/cdp_title_image_y1.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 22 Jan 2026 11:46:33 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Evaluating, Multi-Step, LLM-Generated, Content:, Why, Customer, Journeys, Require, Structural, Metrics</media:keywords>
<content:encoded><![CDATA[<p>How to evaluate goal-oriented content designed to build engagement and deliver business results, and why structure matters.</p>
<p>The post <a href="https://towardsdatascience.com/evaluating-multi-step-llm-generated-content-why-customer-journeys-require-structural-metrics/">Evaluating Multi-Step LLM-Generated Content: Why Customer Journeys Require Structural Metrics</a> appeared first on <a href="https://towardsdatascience.com/">Towards Data Science</a>.</p>]]> </content:encoded>
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<title>DEW &#45; The Year in Review 2025</title>
<link>https://aiquantumintelligence.com/dew-the-year-in-review-2025</link>
<guid>https://aiquantumintelligence.com/dew-the-year-in-review-2025</guid>
<description><![CDATA[ From Digital Plumbers to Architects of Intelligence: The 7 Paradigm Shifts That Defined 2025 ]]></description>
<enclosure url="https://substackcdn.com/image/fetch/$s_!uS1U!,f_auto,q_auto:good,fl_progressive:steep/https://substack-post-media.s3.amazonaws.com/public/images/1668a0fa-db0f-455b-b17a-8b8388d4dded_2816x1536.heic" length="49398" type="image/jpeg"/>
<pubDate>Mon, 12 Jan 2026 07:49:43 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>DEW, The, Year, Review, 2025</media:keywords>
<content:encoded><![CDATA[<div class="captioned-image-container"><figure><a class="image-link image2 is-viewable-img" target="_blank" href="https://substackcdn.com/image/fetch/%24s_!uS1U!,f_auto,q_auto:good,fl_progressive:steep/https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F1668a0fa-db0f-455b-b17a-8b8388d4dded_2816x1536.heic" data-component-name="Image2ToDOM"><div class="image2-inset"><picture><source type="image/webp" srcset="https://substackcdn.com/image/fetch/$s_!uS1U!,w_424,c_limit,f_webp,q_auto:good,fl_progressive:steep/https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F1668a0fa-db0f-455b-b17a-8b8388d4dded_2816x1536.heic 424w, https://substackcdn.com/image/fetch/$s_!uS1U!,w_848,c_limit,f_webp,q_auto:good,fl_progressive:steep/https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F1668a0fa-db0f-455b-b17a-8b8388d4dded_2816x1536.heic 848w, https://substackcdn.com/image/fetch/$s_!uS1U!,w_1272,c_limit,f_webp,q_auto:good,fl_progressive:steep/https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F1668a0fa-db0f-455b-b17a-8b8388d4dded_2816x1536.heic 1272w, https://substackcdn.com/image/fetch/$s_!uS1U!,w_1456,c_limit,f_webp,q_auto:good,fl_progressive:steep/https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F1668a0fa-db0f-455b-b17a-8b8388d4dded_2816x1536.heic 1456w" sizes="100vw"><img src="https://substackcdn.com/image/fetch/%24s_!uS1U!,w_1456,c_limit,f_auto,q_auto:good,fl_progressive:steep/https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F1668a0fa-db0f-455b-b17a-8b8388d4dded_2816x1536.heic" width="1456" height="794" data-attrs='{"src":"https://substack-post-media.s3.amazonaws.com/public/images/1668a0fa-db0f-455b-b17a-8b8388d4dded_2816x1536.heic","srcNoWatermark":null,"fullscreen":null,"imageSize":null,"height":794,"width":1456,"resizeWidth":null,"bytes":50082,"alt":null,"title":null,"type":"image/heic","href":null,"belowTheFold":false,"topImage":true,"internalRedirect":"https://www.dataengineeringweekly.com/i/182368564?img=https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F1668a0fa-db0f-455b-b17a-8b8388d4dded_2816x1536.heic","isProcessing":false,"align":null,"offset":false}' class="sizing-normal" alt="" srcset="https://substackcdn.com/image/fetch/$s_!uS1U!,w_424,c_limit,f_auto,q_auto:good,fl_progressive:steep/https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F1668a0fa-db0f-455b-b17a-8b8388d4dded_2816x1536.heic 424w, https://substackcdn.com/image/fetch/$s_!uS1U!,w_848,c_limit,f_auto,q_auto:good,fl_progressive:steep/https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F1668a0fa-db0f-455b-b17a-8b8388d4dded_2816x1536.heic 848w, https://substackcdn.com/image/fetch/$s_!uS1U!,w_1272,c_limit,f_auto,q_auto:good,fl_progressive:steep/https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F1668a0fa-db0f-455b-b17a-8b8388d4dded_2816x1536.heic 1272w, https://substackcdn.com/image/fetch/$s_!uS1U!,w_1456,c_limit,f_auto,q_auto:good,fl_progressive:steep/https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F1668a0fa-db0f-455b-b17a-8b8388d4dded_2816x1536.heic 1456w" sizes="100vw" fetchpriority="high"></picture><div class="image-link-expand"><div class="pencraft pc-display-flex pc-gap-8 pc-reset"><button tabindex="0" type="button" class="pencraft pc-reset pencraft icon-container restack-image"><svg role="img" width="20" height="20" viewbox="0 0 20 20" fill="none" stroke-width="1.5" stroke="var(--color-fg-primary)" stroke-linecap="round" stroke-linejoin="round" xmlns="http://www.w3.org/2000/svg"><g><title></title><path d="M2.53001 7.81595C3.49179 4.73911 6.43281 2.5 9.91173 2.5C13.1684 2.5 15.9537 4.46214 17.0852 7.23684L17.6179 8.67647M17.6179 8.67647L18.5002 4.26471M17.6179 8.67647L13.6473 6.91176M17.4995 12.1841C16.5378 15.2609 13.5967 17.5 10.1178 17.5C6.86118 17.5 4.07589 15.5379 2.94432 12.7632L2.41165 11.3235M2.41165 11.3235L1.5293 15.7353M2.41165 11.3235L6.38224 13.0882"></path></g></svg></button><button tabindex="0" type="button" class="pencraft pc-reset pencraft icon-container view-image"><svg xmlns="http://www.w3.org/2000/svg" width="20" height="20" viewbox="0 0 24 24" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" class="lucide lucide-maximize2 lucide-maximize-2"><polyline points="15 3 21 3 21 9"></polyline><polyline points="9 21 3 21 3 15"></polyline><line x1="21" x2="14" y1="3" y2="10"></line><line x1="3" x2="10" y1="21" y2="14"></line></svg></button></div></div></div></a></figure></div><p>If 2023 was the year of “Shock” and 2024 was the year of “Hype,” 2025 will be remembered as the year of <strong>Engineering</strong>.</p><p>For the past decade, our industry has been obsessed with the mechanics of movement. We argued about “ETL vs. ELT.” We fought “Format Wars” over table specifications. We optimized commit protocols and debated the merits of various orchestrators. We were, fundamentally, digital plumbers ensuring the water reached the tap.</p><p>But in 2025, the mandate changed. The business no longer wants “data”; it demands “intelligence.” It demands systems that reason, agents that act, and infrastructure that guarantees truth in a non-deterministic world. The “Big Data” era of managing volume formally ended, replaced by the “Context Era” of managing meaning.</p><p>We are no longer just Data Engineers. We are the architects of the cognitive layer.</p><p>Here are the seven patterns that defined Data & AI Engineering in 2025.</p><div><hr></div><h1><strong>1. Agent Engineering: The Inevitable Evolution of the Pipeline</strong></h1><p>The most significant shift of 2025 was the industry’s realization that “Agents” are not just fancy chatbots—they are the new compute engine. In 2024, we treated LLMs as text generators. In 2025, we started treating them as reasoning engines that execute logic we previously wrote in Python or SQL.</p><p>This birthed a new discipline: <strong>Agent Engineering</strong>.</p><p>We moved beyond the chaotic “vibes-based” coding of early experiments into structured, rigorous engineering. We stopped asking “Can AI write code?” and started asking “How do we architect a system where AI reliably executes complex workflows?”</p><h2><strong>The Rise of Context Engineering</strong></h2><p>The bottleneck for intelligent systems shifted from <em>model capacity</em> to <em>context management</em>. We realized that an agent is only as smart as the context you feed it.</p><p>Anthropic defined the year with their masterclass on <strong><a href="https://www.anthropic.com/engineering/effective-context-engineering-for-ai-agents">Effective Context Engineering</a></strong>, framing it as a discipline focused on managing the “attention budget” of models. It wasn’t enough to dump documents into a prompt. Engineers at Manus demonstrated that we must curate, compress, and dynamically retrieve tokens during inference to sustain coherent behavior over long horizons in their piece on <strong><a href="https://manus.im/blog/Context-Engineering-for-AI-Agents-Lessons-from-Building-Manus">Context Engineering for AI Agents</a></strong>.</p><p>We learned that “Context” is an information management problem. We saw teams optimizing “KV-cache hit rates” and treating context windows like precious RAM. The winning architecture wasn’t the one with the biggest model; it was the one that engineered the most relevant context.</p><h2><strong>The USB-C of Intelligence: Model Context Protocol (MCP)</strong></h2><p>History will likely view the introduction of the <strong>Model Context Protocol (MCP)</strong> as the moment agents became viable enterprise software. Before MCP, connecting an LLM to a database or API was a bespoke, brittle integration task.</p><p>In 2025, MCP standardized this connection. It became the “USB-C for Agents,” allowing developers to build a connector once and have it work across any MCP-compliant model or application, as detailed in Alibaba’s <strong><a href="https://www.alibabacloud.com/blog/a-comprehensive-analysis-and-practical-implementation-of-the-new-features-in-the-mcp-specification_602206">comprehensive analysis of MCP features</a></strong>. However, the rollout wasn’t without caution; TigerData engineers noted that while MCP solved interoperability, it introduced new attack vectors, arguing that <strong><a href="https://www.tigerdata.com/blog/three-tigerdata-engineers-told-us-the-truth-about-mcp-security-is-its-achilles-heel">security is its Achilles heel</a></strong>.</p><h2><strong>From Chatbots to Colleagues</strong></h2><p>The proof was in the production deployments. Uber revealed <strong><a href="https://www.uber.com/blog/enhanced-agentic-rag/">Genie</a></strong>, an internal agent that didn’t just answer questions but also acted as a “near-human” subject-matter expert. LinkedIn unveiled its <strong><a href="https://www.linkedin.com/blog/engineering/ai/accelerating-llm-inference-with-speculative-decoding-lessons-from-linkedins-hiring-assistant">Hiring Assistant</a></strong>, an agent that handled complex recruiting workflows using speculative decoding to accelerate inference.</p><p>These weren’t toys. They were engineered systems with rigorous orchestration, state management, and error handling. The industry formalized patterns like “Prompt Chaining,” “Routing,” and “Parallelization.” We stopped treating agents as magic boxes and started treating them as software components that required a new kind of engineering.</p><div><hr></div><h1><strong>2. “Evals” Are The New Unit Tests</strong></h1><p>If Agent Engineering was the engine of 2025, <strong>Evaluation (Evals)</strong> was the brakes—and the steering wheel.</p><p>The “Vibe Coding” era—where we judged models by looking at a few outputs and saying “looks good to me”—died a hard death. In 2025, organizations realized they could not ship non-deterministic software without rigorous, deterministic measurement.</p><h2><strong>The “Judge-LLM” Pattern</strong></h2><p>How do you test a system that gives a different answer every time? You build a machine to grade the machine.</p><p>The industry standardized around the <strong>Judge-LLM</strong> framework. Booking.com offers <strong><a href="https://booking.ai/llm-evaluation-practical-tips-at-booking-com-1b038a0d6662">practical tips for LLM evaluation</a></strong>, using a “stronger” model (trained on a “Golden Dataset” of human-verified answers) to grade the outputs of “weaker,” cheaper production models. Pinterest followed suit with its <strong><a href="https://medium.com/pinterest-engineering/llm-powered-relevance-assessment-for-pinterest-search-b846489e358d">LLM-powered relevance assessment</a></strong>, replacing costly manual labeling with fine-tuned LLMs that achieved high agreement with human experts.</p><p>This wasn’t just about checking for “correctness.” We developed specific metrics for <strong>Hallucination Rate</strong>, <strong>Instruction Following</strong>, and <strong>Tone Consistency</strong>. Uber built <strong><a href="https://www.uber.com/en-IN/blog/requirement-adherence-boosting-data-labeling-quality-using-llms/">Requirement Adherence systems</a></strong> that extracted rules from standard operating procedures (SOPs) and enforced them in real-time, reducing post-labeling audits by 80%.</p><h2><strong>Evaluation-Driven Development (EDD)</strong></h2><p>“Test-Driven Development” (TDD) evolved into <strong>Evaluation-Driven Development (EDD)</strong>. Engineers learned that you cannot optimize what you cannot measure.</p><p>Infrastructure teams integrated these evals directly into CI/CD pipelines. Databricks shared how they “shifted left” on reliability, <strong><a href="https://www.databricks.com/blog/databricks-databricks-scaling-database-reliability">scaling database reliability</a></strong> by embedding schema scorers into their build processes to catch data quality issues before they hit production.</p><p>The takeaway for every data engineer in 2025 was clear: If you don’t have an eval for it, it doesn’t exist. You aren’t “prompt engineering” until you have a metric that tells you if your changes made things better or worse.</p><div><hr></div><h1><strong>3. The Streaming-Lakehouse Merger: The End of Lambda Architecture</strong></h1><p>For fifteen years, we lived with the “Lambda Architecture”—maintain a fast streaming path (Kafka/Flink) and a slow batch path (Hadoop/Spark), and pray they match. In 2025, we finally merged the lanes.</p><p>The barrier between “Stream” and “Table” dissolved. We entered the era of the <strong>Streaming Lakehouse</strong>.</p><h2><strong>Stream-Table Duality</strong></h2><p>The concept of “Stream-Table Duality”—long preached by Kafka’s creators—became a reality in storage. New engines like <strong>Apache Paimon</strong> and <strong>Apache Fluss</strong> emerged to bridge the gap.</p><p>Alibaba championed <strong><a href="https://www.alibabacloud.com/blog/apache-paimon-real-time-lake-storage-with-iceberg-compatibility-2025_602485">Apache Paimon</a></strong> as a lake format designed specifically for real-time updates, offering the high-throughput ingestion of a stream with the query capabilities of a lakehouse table. Jack Vanlightly’s deep dive into <strong><a href="https://jack-vanlightly.com/blog/2025/9/2/understanding-apache-fluss">Understanding Apache Fluss</a></strong> revealed a system that combines log tablets with KV tablets, effectively creating a database that exposes its own changelog as a first-class citizen.</p><p>We stopped debating “Stream vs. Batch” and started designing architectures that ingest data once and make it immediately available for both real-time operational lookups and historical analytical queries.</p><h2><strong>The Zero-Copy Debate</strong></h2><p>However, this merger wasn’t without conflict. The buzzword of the year was “Zero-Copy”—the promise that you could point your data warehouse at your Kafka topic and query it without moving bytes.</p><p>But seasoned engineers pushed back. WarpStream argued <strong><a href="https://www.warpstream.com/blog/the-case-for-an-iceberg-native-database-why-spark-jobs-and-zero-copy-kafka-wont-cut-it">the case for an Iceberg-native database</a></strong>, claiming that coupling your operational message bus directly to your analytical engine violates separation of concerns.</p><p>The consensus that emerged? “Zero-Copy” is great for ad-hoc exploration, but for production, <strong>Materialization</strong> (making a copy) is still the price of performance and isolation.</p><h2><strong>Diskless Kafka and the Cloud-Native Log</strong></h2><p>Even Kafka itself couldn’t escape the modernization wave. The community rallied around <strong><a href="https://topicpartition.io/blog/kip-1150-diskless-topics-in-apache-kafka">KIP-1150 (Diskless Topics)</a></strong>, a proposal to re-architect Kafka for the cloud era.</p><p>We realized that in a world of S3 Express and high-speed networking, storing data on local broker disks was an expensive relic. The future of streaming is “Tiered Storage by Default,” where the broker is just a caching layer on top of infinite object storage. This shift promises to slash costs and make “infinite retention” streams a standard architectural pattern.</p><div><hr></div><h1><strong>4. The Efficiency Counter-Revolution: Small Data and Rust</strong></h1><p>While the AI teams were burning cash on GPUs, the Data Infrastructure teams were leading a quiet counter-revolution. After years of defaulting to massive, expensive distributed clusters (Spark/Hadoop) for every problem, 2025 was the year we right-sized our compute.</p><p>We realized that “Big Data” tools are overkill for “Medium Data” problems.</p><h2><strong>The Single-Node Renaissance</strong></h2><p>“Does this really need a 50-node cluster, or just a bigger laptop?”</p><p>That question dismantled pipelines across the industry. Tools like <strong>DuckDB</strong> and <strong>Polars</strong> graduated from “analyst favorites” to “production workhorses.” Decathlon shared a viral case study about being <strong><a href="https://medium.com/decathlondigital/polars-at-decathlon-ready-to-play-6abc4328d06c">Ready to Play with Polars</a></strong>, replacing massive Spark clusters with Polars scripts for datasets under 50GB and slashing infrastructure costs to near zero.</p><p>Benchmarks from Daniel Beach confirmed this, showing that for <strong><a href="https://dataengineeringcentral.substack.com/p/650gb-of-data-delta-lake-on-s3-polars">650GB of Data (Delta Lake on S3)</a></strong>, single-node engines often beat distributed clusters simply by avoiding network overhead. We stopped being ashamed of “vertical scaling” and started embracing it as a FinOps victory.</p><h2><strong>The Rust Rewrite</strong></h2><p>When we did need performance, we turned to <strong>Rust</strong>.</p><p>Agoda explained <strong><a href="https://medium.com/agoda-engineering/why-we-bet-on-rust-to-supercharge-feature-store-at-agoda-ed4a70d2efb7">why they bet on Rust to supercharge their Feature Store</a></strong>, achieving a 5x increase in traffic capacity.</p><p>The lesson was clear: The “Java Tax” is real. For critical, low-latency infrastructure, Rust’s safety and performance are worth the learning curve. We are entering a new era where the foundational tools of data engineering are being rebuilt, brick by brick, in Rust.</p><h2><strong>FinOps as Architecture</strong></h2><p>Efficiency wasn’t just about code; it was about architecture. Wix documented <strong><a href="https://www.wix.engineering/post/how-wix-slashed-spark-costs-by-60-and-migrated-5-000-daily-workflows-from-emr-to-emr-on-eks">how they slashed Spark costs by 60%</a></strong> not by rewriting code, but by migrating workloads from managed services (EMR) to Kubernetes (EKS).</p><p>We learned that “Serverless” often means “Wallet-less” if you aren’t careful. The smartest teams in 2025 were those who aggressively optimized their compute substrates, moving workloads to Spot instances, ARM processors, and single-node containers whenever possible.</p><div><hr></div><h1><strong>5. Lakehouse 2.0: The Catalog is the New Database</strong></h1><p>The “Format Wars” (Iceberg vs. Delta vs. Hudi) that dominated the early 2020s largely settled into a peace treaty in 2025. With the rise of interoperability layers, we stopped caring about data folder structure.</p><p>The battleground shifted “up the stack” to the <strong>Catalog</strong>. We realized that the “Lakehouse” is just a database turned inside out, and the Catalog is its operating system.</p><h2><strong>The Catalog Wars</strong></h2><p>In 2025, the Catalog stopped being just a “list of tables” and became the active control plane for the enterprise.</p><p>New concepts like <strong><a href="https://duckdb.org/2025/05/27/ducklake.html">DuckLake</a></strong> challenged the status quo, proposing that we use DuckDB itself as a catalog and metadata layer, replacing the heavy, complex Hive Metastore with a lightweight, transactional database.</p><p>Hyperscalers (AWS, Snowflake, Databricks) all converged on Managed Iceberg services. As Simon Späti noted in <strong><a href="https://www.ssp.sh/blog/open-table-format-revolution/">The Open Table Format Revolution</a></strong>, the major players stopped fighting the open format and started trying to own the metadata layer that manages it. The value proposition shifted from “we store your data” to “we govern your transactions.”</p><div><hr></div><h1><strong>6. The “Context” Supply Chain: Unstructured Data & Knowledge Graphs</strong></h1><p>For decades, Data Engineering was about rows and columns. In 2025, we had to get good at text, images, and relationships. To support the GenAI revolution, we had to build the <strong>Context Supply Chain</strong>.</p><p>We aren’t just moving data anymore; we are moving <em>meaning</em>.</p><h2><strong>Knowledge Graphs Return</strong></h2><p>The most surprising comeback of 2025 was the <strong>Knowledge Graph</strong>. As we struggled with LLM hallucinations, we realized that probabilistic models need deterministic facts to ground them.</p><p>Netflix details its <strong><a href="https://netflixtechblog.com/uda-unified-data-architecture-6a6aee261d8d">Unified Data Architecture</a></strong> and how it is <strong><a href="https://netflixtechblog.medium.com/unlocking-entertainment-intelligence-with-knowledge-graph-da4b22090141">Unlocking Entertainment Intelligence with Knowledge Graph</a></strong> to provide a “source of truth” for its AI models.</p><p>We learned that “RAG” (Retrieval-Augmented Generation) isn’t just about vector search. It’s about “GraphRAG”—using the relationships between data points to provide richer, more accurate context to the model.</p><h2><strong>The Embedding Pipeline</strong></h2><p>Data Engineers had to master a new type of transformation: the <strong>Embedding</strong>.</p><p>We moved beyond simple “Word2Vec” tutorials. Milvus released guides on <strong><a href="https://milvus.io/blog/how-to-choose-the-right-embedding-model-for-rag.md">how to choose the right embedding model for RAG</a></strong>, helping teams select between LLM2Vec, BGE-M3, and others for specific domains. We built pipelines that chunked documents, generated embeddings, and stored them in vector databases, treating “semantic distance” as a first-class data type.</p><h2><strong>Unstructured Data Management</strong></h2><p>We formally recognized <strong><a href="https://piethein.medium.com/unstructured-data-management-at-scale-4c612f822f70">Unstructured Data Management at Scale</a></strong> as a core competency. Piethein Strengholt argued that it wasn’t enough to dump PDFs into an S3 bucket; we needed to parse, clean, chunk, and govern that data with the same rigor we apply to our financial tables.</p><p>The “Medallion Architecture” (Bronze/Silver/Gold) was adapted for unstructured data. We started talking about “Raw Documents” (Bronze), “Parsed & Chunked Text” (Silver), and “Curated Embeddings” (Gold).</p><div><hr></div><h1><strong>7. Governance 2.0: The Safety Brake for Autonomous Agents</strong></h1><p>As AI agents began taking actions—booking interviews, executing code, modifying databases—Governance stopped being a “compliance checkbox” and became a “safety brake.”</p><p>In 2024, if a dashboard was wrong, a manager made a bad decision. In 2025, if an agent is wrong, it might delete a production database or leak PII to a competitor.</p><h2><strong>Privacy-Aware Infrastructure</strong></h2><p>Meta writes about <strong><a href="https://engineering.fb.com/2025/01/22/security/how-meta-discovers-data-flows-via-lineage-at-scale/">discovering data flows via lineage at scale</a></strong>. They didn’t just write policies; they wrote code that tracked data lineage and enforced purpose limitations at the exabyte scale. Meta introduced <strong><a href="https://engineering.fb.com/2025/07/23/security/policy-zones-meta-purpose-limitation-batch-processing-systems/">Policy Zones</a></strong> to ensure that data collected for one purpose (e.g., safety) couldn’t be used for another (e.g., ad targeting) without explicit permission.</p><p>This level of granularity is the future. We are moving toward systems where every piece of data carries its own “passport” of permissions, and every agent must present a “visa” to access it.</p><h2><strong>Shadow AI and the New Perimeter</strong></h2><p>The rise of “Shadow AI”—engineers spinning up local LLMs or using unapproved APIs—forced data teams to harden the perimeter.</p><p>We saw the emergence of <strong>Data Contracts</strong> as a defense mechanism. Grab implemented <strong><a href="https://engineering.grab.com/real-time-data-quality-monitoring">real-time data quality monitoring</a></strong> with strict contracts for its Kafka streams, ensuring that bad data was rejected before it could poison the downstream AI models.</p><p>Governance in 2025 is about <strong>Observability</strong>. It’s about knowing exactly which agent accessed which document, why, and what it did with it.</p><div><hr></div><h1><strong>Conclusion: The Era of the Context Engineer</strong></h1><p>Looking back at 2025, it is clear that the role of the Data Engineer has fundamentally changed.</p><p>We are no longer just building pipelines to move data from Point A to Point B. We are building the <strong>enterprise’s Cognitive Nervous System</strong>.</p><ul><li><p>We are <strong>Agent Engineers</strong>, designing the workflows that allow AI to reason and act.</p></li><li><p>We are <strong>Eval Architects</strong>, building the metric systems that keep AI honest.</p></li><li><p>We are <strong>Context Curators</strong>, ensuring that the “meaning” of our data is preserved and accessible.</p></li><li><p>We are <strong>Efficiency Experts</strong>, maximizing the ROI of every compute cycle in a world of expensive GPUs.</p></li></ul><blockquote><p>The tools will continue to change. Spark might yield to Polars; Kafka might yield to object storage. But the discipline of <em>engineering</em>—of rigor, measurement, and architecture—is stronger than ever.</p></blockquote><div><hr></div><p><em>All rights reserved, Dewpeche Pvt Ltd, India. I have provided links for informational purposes and do not suggest endorsement. All views expressed in this newsletter are my own and do not represent current, former, or future employers’ opinions.</em></p>]]> </content:encoded>
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<title>A Critique of Iceberg REST Catalog: A Classic Case of Why Semantic Spec Fails</title>
<link>https://aiquantumintelligence.com/a-critique-of-iceberg-rest-catalog-a-classic-case-of-why-semantic-spec-fails</link>
<guid>https://aiquantumintelligence.com/a-critique-of-iceberg-rest-catalog-a-classic-case-of-why-semantic-spec-fails</guid>
<description><![CDATA[ How a Semantically Correct API Becomes Operationally Unreliable at Scale ]]></description>
<enclosure url="https://substackcdn.com/image/fetch/$s_!t5GO!,f_auto,q_auto:good,fl_progressive:steep/https://substack-post-media.s3.amazonaws.com/public/images/15ba451a-d2ee-45ad-9ada-284d6558ed60_3280x1564.heic" length="49398" type="image/jpeg"/>
<pubDate>Mon, 12 Jan 2026 07:49:39 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Critique, Iceberg, REST, Catalog:, Classic, Case, Why, Semantic, Spec, Fails</media:keywords>
<content:encoded><![CDATA[<blockquote><p><em><strong>“Latency is not just a performance characteristic; it is a fundamental part of correctness.” </strong></em><strong>— </strong><em><strong>Designing Data-Intensive Applications</strong></em></p></blockquote><p>In <em><strong><a href="https://dataintensive.net/">Designing Data-Intensive Applications</a></strong></em>, <strong><a href="https://martin.kleppmann.com/">Martin Kleppmann</a></strong> makes a subtle but critical point: the <strong><a href="https://en.wikipedia.org/wiki/CAP_theorem">CAP theorem</a></strong> omits latency, yet in real systems, latency often determines whether a system is usable at all. <strong>A system that is </strong><em><strong>correct but slow</strong></em><strong> is, in practice, incorrect.</strong></p><p>This observation is directly applicable to the <strong><a href="https://iceberg.apache.org/rest-catalog-spec/">Apache Iceberg REST Catalog specification</a></strong>. While the specification achieves semantic clarity, it fails to define the operational realities that enable distributed systems to remain predictable at scale. The result is a standard that is formally correct, yet operationally fragile.</p><div><hr></div><h2><strong>Semantic Interoperability Without Predictability</strong></h2><div class="captioned-image-container"><figure><a class="image-link image2 is-viewable-img" target="_blank" href="https://substackcdn.com/image/fetch/%24s_!t5GO!,f_auto,q_auto:good,fl_progressive:steep/https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F15ba451a-d2ee-45ad-9ada-284d6558ed60_3280x1564.heic" data-component-name="Image2ToDOM"><div class="image2-inset"><picture><source type="image/webp" srcset="https://substackcdn.com/image/fetch/$s_!t5GO!,w_424,c_limit,f_webp,q_auto:good,fl_progressive:steep/https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F15ba451a-d2ee-45ad-9ada-284d6558ed60_3280x1564.heic 424w, https://substackcdn.com/image/fetch/$s_!t5GO!,w_848,c_limit,f_webp,q_auto:good,fl_progressive:steep/https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F15ba451a-d2ee-45ad-9ada-284d6558ed60_3280x1564.heic 848w, https://substackcdn.com/image/fetch/$s_!t5GO!,w_1272,c_limit,f_webp,q_auto:good,fl_progressive:steep/https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F15ba451a-d2ee-45ad-9ada-284d6558ed60_3280x1564.heic 1272w, https://substackcdn.com/image/fetch/$s_!t5GO!,w_1456,c_limit,f_webp,q_auto:good,fl_progressive:steep/https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F15ba451a-d2ee-45ad-9ada-284d6558ed60_3280x1564.heic 1456w" sizes="100vw"><img src="https://substackcdn.com/image/fetch/%24s_!t5GO!,w_1456,c_limit,f_auto,q_auto:good,fl_progressive:steep/https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F15ba451a-d2ee-45ad-9ada-284d6558ed60_3280x1564.heic" width="1456" height="694" data-attrs='{"src":"https://substack-post-media.s3.amazonaws.com/public/images/15ba451a-d2ee-45ad-9ada-284d6558ed60_3280x1564.heic","srcNoWatermark":null,"fullscreen":null,"imageSize":null,"height":694,"width":1456,"resizeWidth":null,"bytes":139678,"alt":null,"title":null,"type":"image/heic","href":null,"belowTheFold":false,"topImage":true,"internalRedirect":"https://www.dataengineeringweekly.com/i/183990563?img=https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F15ba451a-d2ee-45ad-9ada-284d6558ed60_3280x1564.heic","isProcessing":false,"align":null,"offset":false}' class="sizing-normal" alt="" srcset="https://substackcdn.com/image/fetch/$s_!t5GO!,w_424,c_limit,f_auto,q_auto:good,fl_progressive:steep/https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F15ba451a-d2ee-45ad-9ada-284d6558ed60_3280x1564.heic 424w, https://substackcdn.com/image/fetch/$s_!t5GO!,w_848,c_limit,f_auto,q_auto:good,fl_progressive:steep/https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F15ba451a-d2ee-45ad-9ada-284d6558ed60_3280x1564.heic 848w, https://substackcdn.com/image/fetch/$s_!t5GO!,w_1272,c_limit,f_auto,q_auto:good,fl_progressive:steep/https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F15ba451a-d2ee-45ad-9ada-284d6558ed60_3280x1564.heic 1272w, https://substackcdn.com/image/fetch/$s_!t5GO!,w_1456,c_limit,f_auto,q_auto:good,fl_progressive:steep/https%3A%2F%2Fsubstack-post-media.s3.amazonaws.com%2Fpublic%2Fimages%2F15ba451a-d2ee-45ad-9ada-284d6558ed60_3280x1564.heic 1456w" sizes="100vw" fetchpriority="high"></picture><div class="image-link-expand"><div class="pencraft pc-display-flex pc-gap-8 pc-reset"><button tabindex="0" type="button" class="pencraft pc-reset pencraft icon-container restack-image"><svg role="img" width="20" height="20" viewbox="0 0 20 20" fill="none" stroke-width="1.5" stroke="var(--color-fg-primary)" stroke-linecap="round" stroke-linejoin="round" xmlns="http://www.w3.org/2000/svg"><g><title></title><path d="M2.53001 7.81595C3.49179 4.73911 6.43281 2.5 9.91173 2.5C13.1684 2.5 15.9537 4.46214 17.0852 7.23684L17.6179 8.67647M17.6179 8.67647L18.5002 4.26471M17.6179 8.67647L13.6473 6.91176M17.4995 12.1841C16.5378 15.2609 13.5967 17.5 10.1178 17.5C6.86118 17.5 4.07589 15.5379 2.94432 12.7632L2.41165 11.3235M2.41165 11.3235L1.5293 15.7353M2.41165 11.3235L6.38224 13.0882"></path></g></svg></button><button tabindex="0" type="button" class="pencraft pc-reset pencraft icon-container view-image"><svg xmlns="http://www.w3.org/2000/svg" width="20" height="20" viewbox="0 0 24 24" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" class="lucide lucide-maximize2 lucide-maximize-2"><polyline points="15 3 21 3 21 9"></polyline><polyline points="9 21 3 21 3 15"></polyline><line x1="21" x2="14" y1="3" y2="10"></line><line x1="3" x2="10" y1="21" y2="14"></line></svg></button></div></div></div></a></figure></div><p>Over the past two years, the Iceberg REST Catalog specification has emerged as the de facto standard for metadata access in the Iceberg ecosystem. We have seen the outburst of the <strong><a href="https://materializedview.io/p/begun-the-catalog-wars-have">catalog war</a></strong> around the REST spec. It promises a universal interface that allows engines such as Trino, Spark, Flink, and StarRocks to interact with Iceberg tables via a common REST abstraction, independent of the underlying catalog implementation.</p><p>At the semantic level, this promise largely holds. The specification rigorously defines metadata structures: tables, schemas, snapshots, and namespace operations. A LoadTable or CreateNamespace request looks identical across implementations. This semantic interoperability has been critical to Iceberg’s rapid ecosystem adoption.</p><p>However, semantic interoperability alone is insufficient. The specification defines <em>what</em> metadata operations mean, but it avoids specifying how they must behave in real-world conditions, such as concurrency, latency sensitivity, and cross-catalog synchronization.</p><p>This gap—between semantic interoperability and operational interoperability—is where systems begin to fail in production.</p><div><hr></div><h2><strong>The Core Problem: No Operational SLA, No Predictability</strong></h2><p>The Iceberg REST Catalog specification is intentionally silent on performance guarantees. There are no latency expectations, no throughput baselines, and no service-level objectives. While this flexibility lowers the barrier to implementation, it creates an ecosystem where:</p><ul><li><p>Two catalogs can both be “compliant” yet differ by orders of magnitude in response time.</p></li><li><p>Clients cannot reason about metadata latency during query planning.</p></li><li><p>Synchronization behavior across catalogs becomes unpredictable.</p></li></ul><p>In distributed data systems, <strong>predictability matters more than raw performance</strong>. Without a strict operational SLA—or at least defined behavioral constraints—clients are forced into defensive, retry-heavy designs that amplify load and increase tail latency.</p><div><hr></div><h2><strong>The “List Tables” Problem: Cross-Catalog Sync Failure</strong></h2><p>The ListTables endpoint (<strong><a href="https://github.com/apache/iceberg/blob/main/open-api/rest-catalog-open-api.yaml#L118">GET /v1/namespaces/{namespace}/tables</a></strong>) is semantically straightforward. It allows clients to enumerate tables within a namespace and supports pagination through pageSize and pageToken.</p><p>The primary issue is not pagination itself. The real failure emerges when <strong>the same Iceberg tables are registered in multiple catalogs</strong>, a pattern that is increasingly common in hybrid and multi-platform deployments.</p><h3><strong>A Realistic Scenario</strong></h3><ul><li><p>An Iceberg table is registered in <strong>Catalog A</strong> and <strong>Catalog B</strong></p></li><li><p>Both catalogs point to the same underlying metadata and object storage.</p></li><li><p>One catalog is used by ingestion and streaming workloads.</p></li><li><p>Analytics engines or BI tools use the other.</p></li></ul><h3><strong>The Sync Pathology</strong></h3><p>When a client connects to Catalog B and issues a metadata discovery operation—such as listing tables or syncing namespace state—the catalog must:</p><ol><li><p>Enumerate all tables</p></li><li><p>Resolve metadata pointers</p></li><li><p>Validate access permissions</p></li><li><p>Reconcile the state with the underlying storage.</p></li></ol><p>Because the REST specification defines no operational expectations:</p><ul><li><p>There is no SLA for how long this sync should take</p></li><li><p>There is no distinction between a “lightweight” listing and a fully validated listing.</p></li><li><p>There is no mechanism to express intent (e.g., <em>names only</em>, <em>no ACL validation</em>)</p></li></ul><p>As table counts grow into the tens of thousands, synchronization latency grows non-linearly. In practice, sync operations can take minutes—or fail—causing engines to stall, time out, or repeatedly retry.</p><p>The result is not merely slow metadata access. It is <strong>system-wide unpredictability</strong>. Query engines cannot determine whether a delay is transient, systemic, or catastrophic.</p><div><hr></div><h2><strong>Latency Is Treated as an Implementation Detail—But It Is a Contract</strong></h2><p>The REST Catalog specification implicitly treats latency as an implementation concern. From a standards perspective, this is understandable. But in data-intensive systems, latency is part of the correctness contract.</p><p>The specification does not define:</p><ul><li><p>Upper bounds on metadata retrieval latency</p></li><li><p>Maximum metadata payload sizes</p></li><li><p>Limits on metadata fan-out operations</p></li><li><p>The number of round-trip required to plan a query</p></li></ul><p>As a result, a compliant catalog may require megabytes of JSON metadata and dozens of HTTP calls just to validate a single query plan. Engines appear slow and unstable, even though the root cause lies in an underspecified protocol.</p><p>This is precisely the class of problem Kleppmann warns about: correctness without latency guarantees is operationally meaningless.</p><div><hr></div><h2><strong>Commit Semantics Under Contention: Undefined and Unfair</strong></h2><p>Iceberg relies on optimistic concurrency control. When multiple writers attempt to commit simultaneously, conflicts are expected and resolved through retries.</p><p>The REST specification defines the 409 Conflict response, but stops there. It does not define:</p><ul><li><p>Backoff expectations</p></li><li><p>Retry fairness</p></li><li><p>Starvation prevention</p></li></ul><p>In a multi-engine environment, this creates asymmetric outcomes. A high-frequency streaming writer with aggressive retries can permanently starve batch compaction jobs that follow conservative retry policies. Over time, table health degrades due to file explosion and unbounded metadata growth.</p><p>Once again, the issue is not semantic correctness. It is the absence of operational guarantees.</p><div><hr></div><h2><strong>Caching Without a Freshness Model</strong></h2><p>While HTTP caching is permitted, it is not part of the correctness model. Support for conditional requests, ETags, or freshness validation is optional.</p><p>This forces clients into a pessimistic stance: always re-fetch, always revalidate, always assume staleness. The REST protocol degenerates into a chatty, high-latency control plane that negates its own architectural benefits.</p><p>Without a standardized freshness contract, caching becomes a gamble rather than a reliability tool.</p><div><hr></div><h2><strong>Behavioral Conformance Is Missing</strong></h2><p>The Iceberg ecosystem has strong conformance testing for table formats. It lacks an equivalent for catalog behavior.</p><p>Today, “REST Catalog compliant” means:</p><ul><li><p>The endpoints exist</p></li><li><p>The JSON schema is correct.</p></li><li><p>The happy path works.</p></li></ul><p>It does not mean:</p><ul><li><p>Predictable latency under load</p></li><li><p>Stable pagination during concurrent updates</p></li><li><p>Graceful overload signaling</p></li><li><p>Bounded retry amplification</p></li></ul><p>Without behavioral conformance tests, compliance guarantees syntax, not operability.</p><div><hr></div><h2><strong>Underspecification Is Still a Design Decision</strong></h2><p>The absence of operational constraints is not accidental. It reflects a deliberate choice to prioritize adoption and flexibility.</p><p>However, in distributed systems, underspecification pushes complexity downstream. It burdens clients, operators, and platform teams with the need to implement compensating logic. As Iceberg becomes core infrastructure rather than experimental tooling, this trade-off increasingly limits its reliability.</p><p>Semantic agreement without behavioral agreement leads to fragile systems.</p><div><hr></div><h2><strong>Toward Operational Interoperability</strong></h2><p>Operational interoperability does not require rigid SLAs or centralized control. It requires acknowledging that <strong>latency, retries, and fairness are part of the interface</strong>.</p><p>Concrete improvements could include:</p><ul><li><p>Defined operational profiles with minimum latency and concurrency expectations</p></li><li><p>Lightweight metadata views to avoid synchronization amplification</p></li><li><p>Standardized retry and backoff semantics for conflict scenarios</p></li><li><p>Explicit freshness and caching contracts</p></li></ul><p>Semantic interoperability enabled Iceberg’s success. Operational interoperability will determine whether it remains dependable at scale.</p><p>Until then, the Iceberg REST Catalog remains a textbook example of why <strong>semantic specifications alone are not enough</strong>.</p><div><hr></div><p><em>All rights reserved, Dewpeche Private Limited. I have provided links for informational purposes and do not suggest endorsement. All views expressed in this newsletter are my own and do not represent current, former, or future employers’ opinions.</em></p>]]> </content:encoded>
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<title>Data Scientist vs AI Engineer: Which Career Should You Choose in 2026?</title>
<link>https://aiquantumintelligence.com/data-scientist-vs-ai-engineer-which-career-should-you-choose-in-2026</link>
<guid>https://aiquantumintelligence.com/data-scientist-vs-ai-engineer-which-career-should-you-choose-in-2026</guid>
<description><![CDATA[ Although data science and AI engineering share tools and terminology, they are not interchangeable careers. This article explains how the work, goals, and impact of each role differ so you can choose the career path that fits you. ]]></description>
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<pubDate>Sat, 10 Jan 2026 07:59:10 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Data Scientist, Engineer, career, 2026, data science, AI</media:keywords>
<content:encoded><![CDATA[<p>Although data science and AI engineering share tools and terminology, they are not interchangeable careers. This article explains how the work, goals, and impact of each role differ so you can choose the career path that fits you.</p>]]> </content:encoded>
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<title>Vibe Code Reality Check: What You Can Actually Build with Only AI</title>
<link>https://aiquantumintelligence.com/vibe-code-reality-check-what-you-can-actually-build-with-only-ai</link>
<guid>https://aiquantumintelligence.com/vibe-code-reality-check-what-you-can-actually-build-with-only-ai</guid>
<description><![CDATA[ This is an &quot;expectations vs reality&quot; approach to demystify, based on research of real success and failure stories, what are the capabilities and limits of vibe coding. ]]></description>
<enclosure url="https://www.kdnuggets.com/wp-content/uploads/kdn-vibe-coding-what-you-can-actually-build.png" length="49398" type="image/jpeg"/>
<pubDate>Sat, 10 Jan 2026 07:59:09 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Vibe Code, Reality Check, data science, AI, artificial intelligence</media:keywords>
<content:encoded><![CDATA[<p>This is an "expectations vs reality" approach to demystify, based on research of real success and failure stories, what are the capabilities and limits of vibe coding.</p>]]> </content:encoded>
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<title>Powerful Local AI Automations with n8n, MCP and Ollama</title>
<link>https://aiquantumintelligence.com/powerful-local-ai-automations-with-n8n-mcp-and-ollama</link>
<guid>https://aiquantumintelligence.com/powerful-local-ai-automations-with-n8n-mcp-and-ollama</guid>
<description><![CDATA[ The ultimate goal is to run these automations on a single workstation or small server, replacing fragile scripts and expensive API-based systems. ]]></description>
<enclosure url="https://www.kdnuggets.com/wp-content/uploads/kdn-powerful-local-ai-automations-n8n-mcp-ollama.png" length="49398" type="image/jpeg"/>
<pubDate>Sat, 10 Jan 2026 07:59:08 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Powerful, Local, Automations, with, n8n, MCP, and, Ollama</media:keywords>
<content:encoded><![CDATA[The ultimate goal is to run these automations on a single workstation or small server, replacing fragile scripts and expensive API-based systems.]]> </content:encoded>
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<title>10 Most Popular GitHub Repositories for Learning AI</title>
<link>https://aiquantumintelligence.com/10-most-popular-github-repositories-for-learning-ai</link>
<guid>https://aiquantumintelligence.com/10-most-popular-github-repositories-for-learning-ai</guid>
<description><![CDATA[ The most popular GitHub repositories to help you learn AI, from fundamentals and math to LLMs, agents, computer vision, and real-world production systems. ]]></description>
<enclosure url="https://www.kdnuggets.com/wp-content/uploads/awan_10_popular_github_repositories_learning_ai_1.png" length="49398" type="image/jpeg"/>
<pubDate>Sat, 10 Jan 2026 07:59:08 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Most, Popular, GitHub, Repositories, for, Learning</media:keywords>
<content:encoded><![CDATA[The most popular GitHub repositories to help you learn AI, from fundamentals and math to LLMs, agents, computer vision, and real-world production systems.]]> </content:encoded>
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<title>5 Useful Python Scripts to Automate Data Cleaning</title>
<link>https://aiquantumintelligence.com/5-useful-python-scripts-to-automate-data-cleaning</link>
<guid>https://aiquantumintelligence.com/5-useful-python-scripts-to-automate-data-cleaning</guid>
<description><![CDATA[ Tired of repetitive data cleaning tasks? This article covers five Python scripts that handle common data cleaning tasks efficiently and reliably. ]]></description>
<enclosure url="https://www.kdnuggets.com/wp-content/uploads/kdn-5-useful-python-scripts-automate-data-cleaning.png" length="49398" type="image/jpeg"/>
<pubDate>Sat, 10 Jan 2026 07:59:07 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>Useful, Python, Scripts, Automate, Data, Cleaning</media:keywords>
<content:encoded><![CDATA[Tired of repetitive data cleaning tasks? This article covers five Python scripts that handle common data cleaning tasks efficiently and reliably.]]> </content:encoded>
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<title>Data Science in Action: Real&#45;World Applications and Case Studies</title>
<link>https://aiquantumintelligence.com/data-science-in-action-real-world-applications-and-case-studies</link>
<guid>https://aiquantumintelligence.com/data-science-in-action-real-world-applications-and-case-studies</guid>
<description><![CDATA[ Discover how data science drives real-world innovation across industries. Explore case studies in healthcare, finance, retail, and more, showcasing predictive analytics, fraud detection, personalized recommendations, and AI-powered solutions. ]]></description>
<enclosure url="https://aiquantumintelligence.com/uploads/images/202506/image_870x580_68559f297db0a.jpg" length="74738" type="image/jpeg"/>
<pubDate>Fri, 20 Jun 2025 09:39:41 -0400</pubDate>
<dc:creator>Kevin Marshall</dc:creator>
<media:keywords>Data science applications, Real-world data science examples, Predictive analytics in healthcare, Fraud detection machine learning, AI in retail recommendations, Route optimization data science, Predictive maintenance manufacturing, Sentiment analysis social media, Data science case studies, Machine learning business use cases</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal"><b>Introduction<o:p></o:p></b></p>
<p class="MsoNormal">Data science has emerged as one of the most transformative fields of the 21st century, driving innovation across industries. By leveraging statistical analysis, machine learning, and big data technologies, organizations can extract actionable insights, optimize operations, and make data-driven decisions.<o:p></o:p></p>
<p class="MsoNormal">This article explores real-world applications of data science, highlighting its benefits through case studies from healthcare, finance, retail, transportation, and more.<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="1" width="100%" noshade="noshade" style="color: #404040;" align="center"></div>
<p class="MsoNormal"><b>1. Healthcare: Predictive Analytics for Early Disease Detection<o:p></o:p></b></p>
<p class="MsoNormal"><b>Application:<o:p></o:p></b></p>
<p class="MsoNormal">Hospitals and research institutions use data science to predict disease outbreaks, personalize treatments, and improve patient outcomes. Machine learning models analyze electronic health records (EHRs), genetic data, and imaging scans to detect early signs of diseases like cancer, diabetes, and heart conditions.<o:p></o:p></p>
<p class="MsoNormal"><b>Case Study: IBM Watson for Oncology<o:p></o:p></b></p>
<p class="MsoNormal">IBM Watson uses natural language processing (NLP) and machine learning to analyze medical literature and patient records, assisting oncologists in recommending personalized cancer treatments. At Memorial Sloan Kettering Cancer Center, Watson helped reduce diagnosis time and improved treatment accuracy by cross-referencing thousands of research papers and clinical trials.<o:p></o:p></p>
<p class="MsoNormal"><b>Benefits:<o:p></o:p></b></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; margin-left: 35.7pt; text-indent: -17.85pt; line-height: normal; mso-list: l6 level1 lfo1; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 11.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]-->Faster and more accurate diagnoses<o:p></o:p></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; margin-left: 35.7pt; text-indent: -17.85pt; line-height: normal; mso-list: l6 level1 lfo1; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 11.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]-->Personalized treatment plans<o:p></o:p></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; margin-left: 35.7pt; text-indent: -17.85pt; line-height: normal; mso-list: l6 level1 lfo1; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 11.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]-->Reduced healthcare costs through preventive care<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="1" width="100%" noshade="noshade" style="color: #404040;" align="center"></div>
<p class="MsoNormal"><b>2. Finance: Fraud Detection and Risk Management<o:p></o:p></b></p>
<p class="MsoNormal"><b>Application:<o:p></o:p></b></p>
<p class="MsoNormal">Banks and financial institutions deploy data science to detect fraudulent transactions, assess credit risk, and automate trading. Machine learning models analyze transaction patterns in real time to flag anomalies.<o:p></o:p></p>
<p class="MsoNormal"><b>Case Study: PayPal’s Fraud Detection System<o:p></o:p></b></p>
<p class="MsoNormal">PayPal processes billions of transactions daily, making fraud detection critical. Using deep learning and anomaly detection algorithms, PayPal reduced false positives by 50% and increased fraud detection accuracy. Their models analyze user behavior, location, and transaction history to identify suspicious activity.<o:p></o:p></p>
<p class="MsoNormal"><b>Benefits:<o:p></o:p></b></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; margin-left: 35.7pt; text-indent: -17.85pt; line-height: normal; mso-list: l2 level1 lfo2; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 11.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]-->Minimized financial losses due to fraud<o:p></o:p></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; margin-left: 35.7pt; text-indent: -17.85pt; line-height: normal; mso-list: l2 level1 lfo2; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 11.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]-->Enhanced customer trust and security<o:p></o:p></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; margin-left: 35.7pt; text-indent: -17.85pt; line-height: normal; mso-list: l2 level1 lfo2; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 11.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]-->Automated risk assessment for loans and investments<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="1" width="100%" noshade="noshade" style="color: #404040;" align="center"></div>
<p class="MsoNormal"><b>3. Retail: Personalized Recommendations and Inventory Optimization<o:p></o:p></b></p>
<p class="MsoNormal"><b>Application:<o:p></o:p></b></p>
<p class="MsoNormal">E-commerce giants like Amazon and Netflix use recommendation systems to suggest products and content based on user behavior. Retailers also optimize inventory and pricing using demand forecasting models.<o:p></o:p></p>
<p class="MsoNormal"><b>Case Study: Amazon’s Recommendation Engine<o:p></o:p></b></p>
<p class="MsoNormal">Amazon’s recommendation system accounts for 35% of its total sales. By analyzing browsing history, purchase patterns, and customer reviews, machine learning models generate personalized product suggestions, increasing customer engagement and sales.<o:p></o:p></p>
<p class="MsoNormal"><b>Benefits:<o:p></o:p></b></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; margin-left: 35.7pt; text-indent: -17.85pt; line-height: normal; mso-list: l3 level1 lfo3; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 11.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]-->Higher conversion rates and customer retention<o:p></o:p></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; margin-left: 35.7pt; text-indent: -17.85pt; line-height: normal; mso-list: l3 level1 lfo3; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 11.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]-->Reduced inventory waste through demand forecasting<o:p></o:p></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; margin-left: 35.7pt; text-indent: -17.85pt; line-height: normal; mso-list: l3 level1 lfo3; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 11.0pt; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]-->Dynamic pricing strategies for maximizing profits<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="1" width="100%" noshade="noshade" style="color: #404040;" align="center"></div>
<p class="MsoNormal"><b>4. Transportation: Route Optimization and Autonomous Vehicles<o:p></o:p></b></p>
<p class="MsoNormal"><b>Application:<o:p></o:p></b></p>
<p class="MsoNormal">Companies like Uber, Lyft, and Tesla use data science to optimize routes, reduce fuel consumption, and develop self-driving cars. Predictive models analyze traffic patterns, weather conditions, and historical trip data.<o:p></o:p></p>
<p class="MsoNormal"><b>Case Study: UPS’s ORION System<o:p></o:p></b></p>
<p class="MsoNormal">UPS implemented the On-Road Integrated Optimization and Navigation (ORION) system, which uses advanced algorithms to determine the most efficient delivery routes. This reduced fuel consumption by 10 million gallons annually and saved over $400 million per year.<o:p></o:p></p>
<p class="MsoNormal"><b>Benefits:<o:p></o:p></b></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; margin-left: 35.7pt; text-indent: -17.85pt; mso-list: l0 level1 lfo4; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 11.0pt; line-height: 107%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]-->Lower operational costs and fuel consumption<o:p></o:p></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; margin-left: 35.7pt; text-indent: -17.85pt; mso-list: l0 level1 lfo4; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 11.0pt; line-height: 107%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]-->Reduced delivery times<o:p></o:p></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; margin-left: 35.7pt; text-indent: -17.85pt; mso-list: l0 level1 lfo4; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 11.0pt; line-height: 107%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]-->Enhanced safety in autonomous driving systems<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="1" width="100%" noshade="noshade" style="color: #404040;" align="center"></div>
<p class="MsoNormal"><b>5. Manufacturing: Predictive Maintenance and Quality Control<o:p></o:p></b></p>
<p class="MsoNormal"><b>Application:<o:p></o:p></b></p>
<p class="MsoNormal">Manufacturers use IoT sensors and machine learning to predict equipment failures before they occur, minimizing downtime. Computer vision models also inspect product quality in real time.<o:p></o:p></p>
<p class="MsoNormal"><b>Case Study: General Electric (GE) and Predictive Maintenance<o:p></o:p></b></p>
<p class="MsoNormal">GE uses sensor data from jet engines, wind turbines, and industrial machines to predict failures. Their Predix platform analyzes real-time data to schedule maintenance proactively, reducing unplanned downtime by up to 20%.<o:p></o:p></p>
<p class="MsoNormal"><b>Benefits:<o:p></o:p></b></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; margin-left: 35.7pt; text-indent: -17.85pt; mso-list: l1 level1 lfo5; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 11.0pt; line-height: 107%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]-->Increased equipment lifespan<o:p></o:p></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; margin-left: 35.7pt; text-indent: -17.85pt; mso-list: l1 level1 lfo5; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 11.0pt; line-height: 107%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]-->Reduced maintenance costs<o:p></o:p></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; margin-left: 35.7pt; text-indent: -17.85pt; mso-list: l1 level1 lfo5; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 11.0pt; line-height: 107%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]-->Improved production efficiency<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="1" width="100%" noshade="noshade" style="color: #404040;" align="center"></div>
<p class="MsoNormal"><b>6. Social Media: Sentiment Analysis and User Engagement<o:p></o:p></b></p>
<p class="MsoNormal"><b>Application:<o:p></o:p></b></p>
<p class="MsoNormal">Platforms like Facebook, Twitter, and LinkedIn use NLP and sentiment analysis to understand user emotions, detect harmful content, and improve ad targeting.<o:p></o:p></p>
<p class="MsoNormal"><b>Case Study: Twitter’s Hate Speech Detection<o:p></o:p></b></p>
<p class="MsoNormal">Twitter employs machine learning models to detect hate speech and abusive content in real time. By analyzing text patterns and user reports, these models automatically flag or remove harmful tweets, improving platform safety.<o:p></o:p></p>
<p class="MsoNormal"><b>Benefits:<o:p></o:p></b></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; margin-left: 35.7pt; text-indent: -17.85pt; mso-list: l4 level1 lfo6; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 11.0pt; line-height: 107%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]-->Enhanced user experience and brand reputation<o:p></o:p></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; margin-left: 35.7pt; text-indent: -17.85pt; mso-list: l4 level1 lfo6; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 11.0pt; line-height: 107%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]-->Efficient content moderation at scale<o:p></o:p></p>
<p class="MsoNormal" style="mso-margin-bottom-alt: auto; margin-left: 35.7pt; text-indent: -17.85pt; mso-list: l4 level1 lfo6; tab-stops: list 36.0pt;"><!-- [if !supportLists]--><span style="font-size: 10.0pt; mso-bidi-font-size: 11.0pt; line-height: 107%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">        </span></span></span><!--[endif]-->Better-targeted advertising through sentiment insights<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="1" width="100%" noshade="noshade" style="color: #404040;" align="center"></div>
<p class="MsoNormal"><b>Conclusion<o:p></o:p></b></p>
<p class="MsoNormal">Data science is revolutionizing industries by turning raw data into actionable intelligence. From healthcare to finance, retail to transportation, organizations are leveraging predictive analytics, machine learning, and AI to solve complex problems, enhance efficiency, and drive innovation.<o:p></o:p></p>
<p class="MsoNormal">As data continues to grow in volume and complexity, the role of data science will only expand, unlocking new possibilities for businesses and society.<o:p></o:p></p>
<p class="MsoNormal"><b>Key Takeaways:<o:p></o:p></b></p>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l5 level1 lfo7; tab-stops: list 36.0pt;">Healthcare: Early disease detection and personalized medicine<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l5 level1 lfo7; tab-stops: list 36.0pt;">Finance: Fraud prevention and automated risk assessment<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l5 level1 lfo7; tab-stops: list 36.0pt;">Retail: Personalized recommendations and inventory optimization<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l5 level1 lfo7; tab-stops: list 36.0pt;">Transportation: Route efficiency and autonomous vehicles<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l5 level1 lfo7; tab-stops: list 36.0pt;">Manufacturing: Predictive maintenance and quality control<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l5 level1 lfo7; tab-stops: list 36.0pt;">Social Media: Sentiment analysis and content moderation<o:p></o:p></li>
</ul>
<p class="MsoNormal"><b>By adopting data science, organizations can stay competitive, improve decision-making, and create a smarter, data-driven future.<o:p></o:p></b></p>
<p class="MsoNormal">Written/published by <a href="https://www.linkedin.com/in/kevin-marshall-3470852/">Kevin Marshall</a> with the help of AI models (AI Quantum Intelligence)<o:p></o:p></p>]]> </content:encoded>
</item>

<item>
<title>Unlocking Insights for Better Decision&#45;Making: The Power of Big Data Analytics</title>
<link>https://aiquantumintelligence.com/unlocking-insights-for-better-decision-making-the-power-of-big-data-analytics</link>
<guid>https://aiquantumintelligence.com/unlocking-insights-for-better-decision-making-the-power-of-big-data-analytics</guid>
<description><![CDATA[ Explore how Big Data Analytics is revolutionizing decision-making across industries, with real-world examples and insights into the future of data analysis. ]]></description>
<enclosure url="https://aiquantumintelligence.com/uploads/images/202502/image_870x580_67b50083d8fb5.jpg" length="114327" type="image/jpeg"/>
<pubDate>Tue, 18 Feb 2025 11:45:01 -0500</pubDate>
<dc:creator>Kevin Marshall</dc:creator>
<media:keywords>Big Data Analytics, Decision-Making, Predictive Insights, Real-Time Analytics, Personalization, Operational Efficiency, Machine Learning, Artificial Intelligence, Data Mining</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal">In today’s hyper-connected world, data is being generated at an incredible rate. From social media interactions and online transactions to IoT devices and sensors, the digital universe is expanding exponentially. But what good is all this data if we can’t make sense of it? Enter <b>Big Data Analytics</b>—a transformative tool that turns raw data into actionable insights, empowering organizations to make smarter, faster, and more informed decisions.<o:p></o:p></p>
<p class="MsoNormal">In this article, we’ll explore how Big Data Analytics is revolutionizing decision-making across industries, and we’ll dive into real-world examples that demonstrate its immense potential.<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="1" width="100%" noshade="noshade" style="color: #404040;" align="center"></div>
<p class="MsoNormal"><b>What is Big Data Analytics?<o:p></o:p></b></p>
<p class="MsoNormal">Big Data Analytics refers to the process of examining large and complex datasets to uncover hidden patterns, correlations, and trends. By leveraging advanced technologies like machine learning, artificial intelligence, and data mining, organizations can extract valuable insights that drive strategic decisions.<o:p></o:p></p>
<p class="MsoNormal">The term "Big Data" is often characterized by the <b>3 Vs</b>:<o:p></o:p></p>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l1 level1 lfo1; tab-stops: list 36.0pt;"><b>Volume</b>: The sheer amount of data generated.<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo1; tab-stops: list 36.0pt;"><b>Velocity</b>: The speed at which data is produced and processed.<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo1; tab-stops: list 36.0pt;"><b>Variety</b>: The different types of data (structured, unstructured, and semi-structured).<o:p></o:p></li>
</ul>
<p class="MsoNormal">But today, we’ve added more Vs, such as <b>Veracity</b> (data quality) and <b>Value</b> (the actionable insights derived). Together, these elements form the foundation of Big Data Analytics.<o:p></o:p></p>
<div class="MsoNormal" align="center" style="text-align: center;"><hr size="1" width="100%" noshade="noshade" style="color: #404040;" align="center"></div>
<p class="MsoNormal"><b>How Big Data Analytics Enhances Decision-Making<o:p></o:p></b></p>
<ol style="margin-top: 0cm;" start="1" type="1">
<li class="MsoNormal" style="mso-list: l2 level1 lfo2; tab-stops: list 36.0pt;"><b>Predictive Insights for Proactive Decision-Making</b><br>One of the most powerful applications of Big Data Analytics is its ability to predict future outcomes. By analyzing historical data, organizations can identify trends and forecast potential scenarios. For example:<o:p></o:p></li>
<ul style="margin-top: 0cm;" type="circle">
<li class="MsoNormal" style="mso-list: l2 level2 lfo2; tab-stops: list 72.0pt;"><b>Retail</b>: Companies like Amazon use predictive analytics to anticipate customer demand, optimize inventory levels, and recommend products. This not only improves customer satisfaction but also reduces operational costs.<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l2 level2 lfo2; tab-stops: list 72.0pt;"><b>Healthcare</b>: Hospitals use predictive models to identify patients at risk of developing chronic conditions, enabling early intervention and better patient outcomes.<o:p></o:p></li>
</ul>
<li class="MsoNormal" style="mso-list: l2 level1 lfo2; tab-stops: list 36.0pt;"><b>Real-Time Decision-Making</b><br>In today’s fast-paced world, decisions often need to be made in real time. Big Data Analytics enables organizations to process and analyze data as it’s generated, providing up-to-the-minute insights. For instance:<o:p></o:p></li>
<ul style="margin-top: 0cm;" type="circle">
<li class="MsoNormal" style="mso-list: l2 level2 lfo2; tab-stops: list 72.0pt;"><b>Transportation</b>: Ride-sharing platforms like Uber and Lyft use real-time data to optimize routes, reduce wait times, and dynamically adjust pricing based on demand.<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l2 level2 lfo2; tab-stops: list 72.0pt;"><b>Finance</b>: Banks and financial institutions use real-time analytics to detect fraudulent transactions as they occur, protecting both the institution and its customers.<o:p></o:p></li>
</ul>
<li class="MsoNormal" style="mso-list: l2 level1 lfo2; tab-stops: list 36.0pt;"><b>Personalization at Scale</b><br>Big Data Analytics allows organizations to tailor their products and services to individual preferences. By analyzing customer behavior, companies can deliver personalized experiences that drive engagement and loyalty. Examples include:<o:p></o:p></li>
<ul style="margin-top: 0cm;" type="circle">
<li class="MsoNormal" style="mso-list: l2 level2 lfo2; tab-stops: list 72.0pt;"><b>Streaming Services</b>: Netflix and Spotify use data analytics to recommend movies, shows, and playlists based on users’ viewing and listening habits.<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l2 level2 lfo2; tab-stops: list 72.0pt;"><b>E-commerce</b>: Platforms like Shopify use customer data to personalize marketing campaigns, resulting in higher conversion rates.<o:p></o:p></li>
</ul>
<li class="MsoNormal" style="mso-list: l2 level1 lfo2; tab-stops: list 36.0pt;"><b>Operational Efficiency and Cost Reduction</b><br>By analyzing operational data, organizations can identify inefficiencies and streamline processes. For example:<o:p></o:p></li>
<ul style="margin-top: 0cm;" type="circle">
<li class="MsoNormal" style="mso-list: l2 level2 lfo2; tab-stops: list 72.0pt;"><b>Manufacturing</b>: Companies like General Electric use Big Data Analytics to monitor equipment performance and predict maintenance needs, reducing downtime and saving millions of dollars.<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l2 level2 lfo2; tab-stops: list 72.0pt;"><b>Supply Chain</b>: Walmart uses analytics to optimize its supply chain, ensuring products are delivered to stores at the right time and in the right quantities.<o:p></o:p></li>
</ul>
</ol>
<p style="margin-left: 18.0pt;"><img 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" width="150" height="150"></p>
<p><o:p> </o:p><o:p> </o:p></p>
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<p class="MsoNormal"><b>Real-World Examples of Big Data Analytics in Action<o:p></o:p></b></p>
<ol style="margin-top: 0cm;" start="1" type="1">
<li class="MsoNormal" style="mso-list: l0 level1 lfo3; tab-stops: list 36.0pt;"><b>Netflix: Revolutionizing Entertainment</b><br>Netflix is a prime example of how Big Data Analytics can transform an industry. By analyzing viewer data, Netflix not only recommends personalized content but also uses insights to guide its content creation strategy. Hit shows like <i>Stranger Things</i> and <i>The Crown</i> were greenlit based on data-driven predictions of audience preferences.<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo3; tab-stops: list 36.0pt;"><b>American Express: Fighting Fraud</b><br>American Express uses Big Data Analytics to detect fraudulent transactions in real time. By analyzing millions of transactions daily, the company can identify unusual patterns and take immediate action, saving billions of dollars annually.<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo3; tab-stops: list 36.0pt;"><b>Procter &amp; Gamble: Optimizing Marketing Campaigns</b><br>P&amp;G uses Big Data Analytics to measure the effectiveness of its marketing campaigns. By analyzing social media, sales, and customer feedback data, the company can adjust its strategies in real time, ensuring maximum ROI.<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo3; tab-stops: list 36.0pt;"><b>City of Chicago: Improving Public Safety</b><br>The City of Chicago uses Big Data Analytics to predict and prevent crime. By analyzing data from various sources, including weather patterns, social media, and historical crime data, the city can deploy resources more effectively and reduce crime rates.<o:p></o:p></li>
</ol>
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<p class="MsoNormal"><b>Challenges and Considerations<o:p></o:p></b></p>
<p class="MsoNormal">While Big Data Analytics offers immense potential, it’s not without its challenges. Organizations must address issues such as:<o:p></o:p></p>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l3 level1 lfo4; tab-stops: list 36.0pt;"><b>Data Privacy</b>: Ensuring that customer data is collected and used ethically.<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l3 level1 lfo4; tab-stops: list 36.0pt;"><b>Data Quality</b>: Ensuring the accuracy and reliability of data.<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l3 level1 lfo4; tab-stops: list 36.0pt;"><b>Talent Gap</b>: Finding skilled professionals who can analyze and interpret complex datasets.<o:p></o:p></li>
<li class="MsoNormal" style="mso-list: l3 level1 lfo4; tab-stops: list 36.0pt;"><b>Integration</b>: Combining data from disparate sources to create a unified view.<o:p></o:p></li>
</ul>
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<p class="MsoNormal"><b>The Future of Big Data Analytics<o:p></o:p></b></p>
<p class="MsoNormal">As technology continues to evolve, the possibilities for Big Data Analytics are endless. Emerging trends like edge computing, quantum computing, and the Internet of Things (IoT) will further enhance our ability to collect, process, and analyze data. In the future, we can expect even more sophisticated tools that enable organizations to make decisions with greater precision and confidence.<o:p></o:p></p>
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<p class="MsoNormal"><b>Conclusion<o:p></o:p></b></p>
<p class="MsoNormal">Big Data Analytics is no longer a luxury—it’s a necessity for organizations that want to stay competitive in today’s data-driven world. By unlocking insights from vast amounts of data, businesses can make better decisions, improve operational efficiency, and deliver personalized experiences that delight customers.<o:p></o:p></p>
<p class="MsoNormal">Whether you’re a small business or a global enterprise, the time to embrace Big Data Analytics is now. The question isn’t whether you can afford to invest in it—it’s whether you can afford not to.<o:p></o:p></p>
<p class="MsoNormal">So, what insights will you unlock with Big Data Analytics? The possibilities are limitless.<o:p></o:p></p>
<p class="MsoNormal">Written/published by <a href="https://www.linkedin.com/in/kevin-marshall-3470852/">Kevin Marshall</a> with the help of AI models (AI Quantum Intelligence)<o:p></o:p></p>]]> </content:encoded>
</item>

<item>
<title>The Art of Data Selectivity: Why Less Can Be More in Data Science</title>
<link>https://aiquantumintelligence.com/the-art-of-data-selectivity-why-less-can-be-more-in-data-science</link>
<guid>https://aiquantumintelligence.com/the-art-of-data-selectivity-why-less-can-be-more-in-data-science</guid>
<description><![CDATA[ This article discussed the importance of being selective and appropriately scrutinizing the data that is captured, analyzed, and assessed for data science and analytics. ]]></description>
<enclosure url="https://aiquantumintelligence.com/uploads/images/202501/image_870x580_677edb97bfcdb.jpg" length="167773" type="image/jpeg"/>
<pubDate>Wed, 08 Jan 2025 10:14:22 -0500</pubDate>
<dc:creator>Editor-Admin</dc:creator>
<media:keywords>data science, data analytics, data selectivity, data guardian, decision making, data insights</media:keywords>
<content:encoded><![CDATA[<p><span>In today's data-driven world, it's easy to fall into the trap of believing that more data is always better. After all, data is often heralded as the new oil, and in the quest for insights, it might seem logical to capture as much of it as possible. However, in the realm of data science and data analytics, the adage "less is more" often rings true. Capturing the right data—and being selective and scrutinizing about it—can be far more valuable than amassing vast quantities of irrelevant or inaccurate information. Here’s why:</span></p>
<h4>1. <strong>The Quality vs. Quantity Conundrum</strong></h4>
<p><span>While having a large dataset can provide a wealth of information, it can also lead to information overload. Not all data is created equal, and more data doesn’t necessarily equate to better insights. Capturing too much data can obscure valuable signals with noise, making it difficult to discern meaningful patterns. On the other hand, high-quality, relevant data can lead to more accurate and actionable conclusions.</span></p>
<h4>2. <strong>Avoiding Inaccurate or Flawed Conclusions</strong></h4>
<p><span>The data you capture and analyze forms the foundation of your insights and decisions. Capturing the wrong data—or too much data—can lead to inaccurate or flawed conclusions. Imagine trying to solve a puzzle with pieces from multiple different puzzles mixed in; you might end up with a disjointed or incorrect picture. Being selective and scrutinizing about the data you use ensures that your analysis is based on accurate and relevant information, leading to more reliable results.</span></p>
<h4>3. <strong>Efficient Use of Resources</strong></h4>
<p><span>Data collection, storage, and processing require significant resources. Storing and analyzing vast amounts of data that are irrelevant or redundant can waste time, money, and computational power. By being selective about the data you capture, you can optimize the use of your resources and focus on the data that truly matters. This not only improves efficiency but also allows you to allocate resources to more critical tasks.</span></p>
<h4>4. <strong>The Role of the Data Guardian</strong></h4>
<p><span>As a data processor, you bear the responsibility of being a guardian of the data you collect and analyze. This includes ensuring that the data is accurate, relevant, and used ethically. Capturing unnecessary or irrelevant data can expose you to risks, such as data breaches, privacy violations, and ethical dilemmas. By scrutinizing the data you capture, you can mitigate these risks and uphold your responsibility as a data guardian.</span></p>
<h4>5. <strong>Streamlined Analysis and Actionable Insights</strong></h4>
<p><span>When you capture and analyze only the most relevant data, your analysis becomes more streamlined and focused. This allows you to derive actionable insights more quickly and with greater clarity. Instead of sifting through mountains of irrelevant data, you can concentrate on the information that directly impacts your objectives and decision-making processes.</span></p>
<h4><strong>Conclusion</strong></h4>
<p><span>In data science and data analytics, the key to success lies in the art of selectivity. Capturing the right data—and scrutinizing it carefully—ensures that your efforts are directed towards obtaining accurate, actionable insights. Remember, sometimes less data is better than more data. By focusing on quality over quantity, you can make more informed decisions, optimize resources, and fulfill your role as a responsible data guardian.</span></p>
<p><span>As we continue to navigate the ever-evolving landscape of data science, let's embrace the principle of selectivity and strive to capture and analyze data that truly matters.</span></p>
<p><span>Written/published by </span><a href="https://www.linkedin.com/in/kevin-marshall-3470852/">Kevin Marshall</a><span> with the help of AI models (AI Quantum Intelligence)</span></p>]]> </content:encoded>
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