>>383 補足
>https://mathoverflow.net/questions/151286/probabilities-in-a-riddle-involving-axiom-of-choice
>mathoverflow
>Probabilities in a riddle involving axiom of choice
>asked Dec 9, 2013 at 16:16
>Denis

補足しておきますね
上記より
(引用開始)
6
This is beyond mind-boggling! What is the source of this riddle? Did you come up with it? I'll probably want to write about it at some point. The version with infinitely many people (where all but finitely many guess correctly) is described on Michael O'Connor's blog, xorshammer.com/2008/08/23/set-theory-and-weather-prediction and in C.S. Hardin and A.D. Taylor, "A Peculiar Connection Between the Axiom of Choice and Predicting the Future", Am. Math. Monthly 115, (February 2008), 91-96, where it is attributed to Yuval Gabay and Michael O'Connor. –
Johan Wästlund
CommentedDec 17, 2013 at 12:47

I didn't come up with it, but unfortunately can't remember the source. I remember someone mentioning that there has even been a research paper involving the function which takes a sequence as argument, and returns the first index for which the sequence match its representant. It even gives a name to such a function (I remember something like "Gavin function", but google does not seem to agree). –
Denis
CommentedJan 3, 2014 at 17:34
(引用終り)

つまり、いま改めて見ると
”and in C.S. Hardin and A.D. Taylor, "A Peculiar Connection Between the Axiom of Choice and Predicting the Future", Am. Math. Monthly 115, (February 2008), 91-96, where it is attributed to Yuval Gabay and Michael O'Connor. – ”

として 2008 C.S. Hardin and A.D. Taylor は、登場しているが
ここ mathoverflowの議論では 冒頭の”Probabilities in a riddle involving axiom of choice”
は 2008 C.S. Hardin and A.D. Taylor から 導けるという議論には なっていない
（話は真逆で 2008 C.S. Hardin and A.D. Taylorとは 別の ”riddle”という議論ですね ）