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Probability basics for AI

**Probability** measures how strongly we should expect an outcome, from 0 (impossible) to 1 (certain). AI uses probabilities for classifications, sampling, and uncertainty.

What it is

Probability measures how strongly we should expect an outcome, from 0 (impossible) to 1 (certain). AI uses probabilities for classifications, sampling, and uncertainty.

Why it matters

Models often output scores that *look* like probabilities. Knowing the basics helps you ask whether those scores are calibrated—and pairs with Course 06 uncertainty and Course 29 medical overtrust.

How it works (plain)

  • Events: “email is spam”
  • Conditional: “spam *given* it mentions gift cards”
  • Bayes intuition: update beliefs when evidence arrives (see Course 06 chapter)

Independence matters: assuming features are independent when they are not can mislead naive models.

Everyday example

A 10% chance of rain does not mean light rain—it means rain happens in about 1 of 10 similar days.

Try it

Write one prior belief and one piece of evidence that should raise or lower it.

Myths

⚠️ Myth: Softmax outputs are always true probabilities of the real world.
✓ Reality: They are normalized scores; calibration is separate.
⚠️ Myth: Rare events can be ignored if the average case looks fine.
✓ Reality: Safety-critical tails matter.

Sources