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ML MaxxingIntermediate90 sec

Bias-variance trade-off

The bias-variance trade-off describes how a model's error splits between bias, from being too simple to capture true patterns, and variance, from being too sensitive to noise in the training data.

Prerequisite: Overfitting

What matters

Reducing one side often increases the other, so choosing model complexity is really a choice about where to sit on this trade-off, not a search for a setting with neither problem.

Example

A very simple model tends to have high bias and underfit, while a very complex model tends to have high variance and overfit the same data.

Common misconception

The bias-variance trade-off does not mean more complexity is always worse or always better; the right balance depends on the data and task.

Recall question

Why does reducing a model's bias often increase its variance?

Keywords and related concepts

bias-variance trade-offmodel complexitygeneralisationoverfitting

Related topics

Overfitting
ML MaxxingBeginner
Underfitting
ML MaxxingBeginner
Regularisation
ML MaxxingIntermediate