๐ŸŒณ From Decision Trees to Random Forests: Key ML Concepts Explained

๐ŸŒณ From Decision Trees to Random Forests: Key ML Concepts Explained

Machine learning can feel overwhelming with all its jargon — bias, variance, entropy, random forests, transfer learning — the list goes on. In this post, we’ll walk through some of the most important concepts, explained simply using the same style as common exam questions.

๐Ÿ” Diagnostics in Machine Learning

A diagnostic is a test you run to gain insight into what is (or isn’t) working with a learning algorithm.

  • If training error is low but cross-validation error is high → the model has high variance (overfitting).
  • If training error is high compared to the baseline → the model has high bias (underfitting).

⚖️ Bias vs. Variance

Balancing bias and variance is at the heart of machine learning:

  • High Bias (Underfitting) → Model is too simple.
    Fix by: adding features, using a more complex model, or decreasing regularization.
  • High Variance (Overfitting) → Model is too complex.
    Fix by: collecting more data, using regularization, or simplifying the model.
Problem Symptoms Solutions
High Bias High training error More features, more complex model, reduce ฮป
High Variance Low training error but high CV error More data, increase ฮป, simplify model

๐Ÿฑ Decision Trees Basics

Decision trees split data based on features that give the highest information gain using entropy.

Entropy formula:

H(p) = -p log2(p) - (1 - p) log2(1 - p)
  

Information Gain:

IG = H(root) - (w_left H(left) + w_right H(right))
  

Example: If 10 animals = 6 cats + 4 not cats →

H = -0.6 log2(0.6) - 0.4 log2(0.4)
  

This measures “impurity.” Splits aim to reduce impurity.


๐ŸŒฒ Random Forests

A random forest is just a collection of decision trees, but each tree is built slightly differently to avoid them being identical:

  • Bootstrap sampling: Train each tree on data sampled with replacement.
  • Feature randomness: Each tree only sees a random subset of features at each split.

This diversity makes random forests more powerful and less prone to overfitting.


๐Ÿ–ผ️ Structured vs. Unstructured Data

  • Structured data (tables, numbers, categories) → decision trees, gradient boosting, logistic regression often work best.
  • Unstructured data (images, audio, text) → neural networks perform better.

Example: A 100x100 image (10,000 pixels) is better handled by a CNN than a decision tree.


๐Ÿงฉ Other Useful Concepts


  • Error Analysis: Inspect misclassified examples to spot mistakes (e.g., mislabeled data).
  • Data Augmentation: Create new training data by rotating/flipping images or adding noise.
  • Transfer Learning: Start with a pre-trained model and:
    • Train only the output layers (freeze earlier layers).
    • Fine-tune all layers with your dataset.


๐ŸŽฏ Wrap-Up

In this blog, we covered:

  • How to diagnose bias vs. variance
  • Entropy and information gain for decision trees
Why random forests are more robust
  • When to use decision trees vs. neural networks
  • The importance of error analysis, data augmentation, and transfer learning

These building blocks are the foundation of many real-world machine learning systems. If you master them, you’ll build strong intuition for diagnosing and improving ML models.







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