Module 2 — Bayesian Updating#
Coming soon. This module will show — with animation — how adding data narrows a prior into a posterior.
Preview#
Bayes’ theorem in one sentence: the posterior is proportional to the likelihood times the prior.
Key ideas this module will cover:
Walking through Bayes’ theorem with a coin-flip analogy
Applying the same logic to TEX86 calibration data
Why more data = narrower posterior (but not always)
What happens when data conflict with the prior