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Description
Topic
Decision Trees
Outline
- 📌 Introduction
• What is a decision tree?
• Why it’s called a "tree" 🌲
• Common uses (classification & regression)
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- 🧩 The Core Idea
• Splitting data into smaller groups
• "If…then…" style rules (like a flowchart)
• Visual intuition: branching questions
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- 📐 How It Works
• Start at the root node → ask a question
• Move down branches → refine decisions
• End at leaf nodes → prediction 🎯
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- 🔍 How Trees Choose Splits
• The goal: find the best question that reduces uncertainty
• Entropy = –Σ p log₂ p (measures "messiness")
• Information Gain = (Entropy before split) – (Weighted entropy after split)
• Example: splitting students by "study hours" → higher info gain = better split
• Visual idea: show entropy dropping with a bar chart 📉
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- 🧮 A Mini Example (Step-by-Step)
• Dataset: 6 students → 4 pass, 2 fail an exam
• Step 1: Calculate initial entropy
• Step 2: Try splitting on "study hours" (high vs. low)
• Step 3: Compute new entropies & info gain
• Show numbers so readers see how the split is chosen
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- 🛠️ Building a Simple Tree
• Python + scikit-learn example
• Dataset: Predicting if someone will play tennis 🎾
• Visual idea:plot_treefrom sklearn
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- ⚖️ Strengths & Weaknesses
• Strengths: Easy to understand, interpretable
• Weaknesses: Can overfit (memorize training data)
• Example: a too-deep tree = overly specific 🍂
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- 🌲 Other Trees
• 🌳 Random Forests → many trees voting together → reduces overfitting
• 🚀 Gradient Boosted Trees (XGBoost, LightGBM, CatBoost) → build trees one after another, each fixing mistakes of the previous
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- ✅ Summary
• Decision trees = flowcharts for data
• They split data into rules → predictions
• Info Gain = the key to finding the "best questions"
• Many variations exist to make trees stronger
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- 🚀 What’s Next?
• Dive deeper into Random Forests
• Explore Gradient Boosted Trees (XGBoost, LightGBM)
• Compare with Neural Networks for fun
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✍️ Bonus Tips
• Draw small trees by hand to practice 🌿
• Use simple datasets (like Titanic survivors 🚢)
• Show intermediate calculations for entropy & info gain 🧮
• Add comments in code for clarity ✨
Checklist
- Create branch from this issue
- Draft content
- Add diagrams/plots
- Proofread & edit
- Open PR
- Merge & publish
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