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The Monty Hall problem is the TV game scenario where you, the contestant, arepresented with three doors, with a car hidden behind one and goats hiddenbehind the other two. After you select a door, the host (Monty Hall) opens asecond door to reveal a goat. You are then invited to stay with your originalchoice of door, or to switch to the remaining unopened door, and claim whateveryou find behind it. Assuming your objective is to win the car, is your beststrategy to stay or switch, or does it not matter? Jason Rosenhouse hasprovided the definitive analysis of this game, along with several intriguingvariations, and discusses some of its psychological and philosophicalimplications. This extended review examines several themes from the book insome detail from a Bayesian perspective, and points out one apparentlyinadvertent error.

Prize insights in probability, and one goat of a recycled error: Jason Rosenhouse's The Monty Hall Problem