Theory of Intelligence
MACHINE LEARNING•Advanced Production Ml•Specialized Learning Settings•2.3 Bayesian Machine Learning

Introduction

Models that say how sure they are: uncertainty in predictions, and how priors and posteriors are used in practice with conjugate models, MCMC and variational inference.

Introduction

A weather forecast that says "20 °C tomorrow" is useful. One that says "20 °C, give or take 1 degree" or "somewhere between 10 and 30 °C" is much more useful — it tells you how much to trust it.

Most ML models give a single best guess. Bayesian machine learning treats the model's parameters as uncertain, so the model can also say how sure it is. That matters whenever wrong, overconfident predictions are costly:

  • medicine — "I'm not sure about this scan; ask a doctor";
  • self-driving — slow down when perception is uncertain;
  • finance and forecasting — plan for a range, not a single number;
  • active learning — ask humans to label the examples the model is least sure about;
  • small datasets — where uncertainty is naturally large.

Discuss theoretical concepts, mathematical formulas, and architectural foundations.

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