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Cross-Validation (CV)

📌 Definition

Cross-validation is a resampling technique used to evaluate how well a model generalizes to unseen data by splitting the dataset into multiple training and validation subsets instead of relying on just one fixed split.


⚙️ How It Works

  1. Dataset is split into k folds (equal parts).
  2. Model is trained on k-1 folds and validated on the remaining fold.
  3. This process is repeated k times, each time using a different fold as the validation set.
  4. The results (e.g., accuracy, RMSE) are averaged to give a more robust performance estimate.

📊 Example: k-Fold Cross-Validation

  • Suppose we use 5-Fold CV:
    • Data is split into 5 parts.
    • Train on folds 1–4, validate on fold 5.
    • Train on folds 1–3,5, validate on fold 4.
    • … repeat until every fold has been validation once.
    • Take the average accuracy across all 5 runs.

🔑 Types of Cross-Validation

  1. k-Fold Cross-Validation (most common)
    • Splits data into k equal folds.
  2. Stratified k-Fold CV
    • Ensures each fold has the same class distribution (useful for imbalanced datasets).
  3. Leave-One-Out CV (LOOCV)
    • Each data point acts as a test set once (very computationally expensive).
  4. Repeated k-Fold CV
    • Repeats k-fold multiple times with different random splits to reduce variance.
  5. Time-Series CV (or Rolling Window)
    • For sequential data (stock prices, weather), training always happens on past data, validating on future.

✅ Advantages

  • Provides a more reliable estimate of model performance than a single train-validation split.
  • Makes better use of limited data (since every point gets used for both training and validation).

⚠️ Disadvantages

  • Computationally expensive (model is trained multiple times).
  • Can be slow for very large datasets or complex models.

🔄 Comparison with Train/Validation/Test Split

MethodValidation ProcessReliabilityComputation
Simple SplitOne fixed validation setDepends on splitFast
Cross-ValidationMultiple rotating foldsMore robust, less varianceSlower

💡 Analogy:
Think of a student preparing for exams. Instead of just taking one practice test, they take 5 practice tests, each with different questions. Averaging their performance gives a better idea of how ready they are.

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