>>147 つづき

（参考）原文
[HT08b] Christopher S. Hardin and Alan D. Taylor. A peculiar connection between the axiom of choice and predicting the future. American Mathematical Monthly, 115(2):91{96, February 2008.
http://citeseerx.ist.psu.edu/viewdoc/download?doi=10.1.1.365.7027&;rep=rep1&type=pdf
(抜粋)
P93
One needs to be cautious about interpreting this as meaning that the μ-strategy
is correct with probability 1. For a fixed true scenario, if one randomly selects an
instant t in the interval [0,1] (or in R, under a suitable probability distribution), then
Corollary 3.4 does tell us that the μ-strategy will be correct at t with probability 1.
However, if one fixes the instant t, and randomly selects a true scenario, then the
probability that the μ-strategy is correct at t under that scenario might be 0 or might
not even exist, depending on how one defines the notion of a random scenario.
(引用終り)

以上