Theory of Intelligence
MATH FOR AI•Probability•Information Theory Basics•5.1 Entropy

Introduction

Self-information, Shannon entropy as average surprise, and the units bits and nats.

Introduction

How much "information" does an outcome carry? A rare event is surprising and tells you a lot; a near-certain one tells you almost nothing. Information theory turns this intuition into numbers. Its central quantity, entropy, measures the uncertainty of a distribution — and leads directly to the cross-entropy loss used to train almost every classifier and language model.

Discuss theoretical concepts, mathematical formulas, and architectural foundations.

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