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8 Bayes’ Theorem | Odds & Ends

jonathanweisberg.org · 4,132 words · saved by 1 readers

An open access textbook for introductory philosophy courses on probability and inductive logic.

8 Bayes’ Theorem | Odds & Ends $$ \newcommand{\given}{\mid} \renewcommand{\neg}{\mathbin{\sim}} \renewcommand{\wedge}{\mathbin{\&}} \newcommand{\p}{Pr} \newcommand{\degr}{^{\circ}} \newcommand{\E}{E} \newcommand{\EU}{EU} \newcommand{\u}{U} \newcommand{\pr}{Pr} \newcommand{\po}{Pr^*} \definecolor{bookred}{RGB}{228,6,19} \definecolor{bookblue}{RGB}{0,92,169} \definecolor{bookpurple}{RGB}{114,49,94} $$ Preface Part I 1 The Monty Hall Problem 1.1 Diagramming the Solution 1.2 Lessons Learned Exercises 2 Logic 2.1 Validity & Soundness 2.2 Propositions 2.3 Visualizing Propositions 2.4 Strength 2.5 Fo

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