Modern Conditional Expectation in a Discrete Setting

Motivating Mathematical Concepts through Problems by Roland S McIntire

Episode notes

Looks at measure theoretic conditional expectation in a discrete setting using the familiar example of single 6 sided dice.

Shows how measure theory helps with the notion of conditional expectation when the conditional event has probability 0.

Keywords
DiscreteSigma-AlgebraConditional ExpectationMeasure TheoryEvent ProbabilityMinimal SetPower Set