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PC,ｽﾏﾎ,PHSは ULA べっかんこ 公式(ｽﾏﾎ) 公式(PC) で書き込んでください｡

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>>152 > >>151 > つづき > > ・おサルとDenis > 　I think it is ok, because the only probability measure we need is uniform probability on {0,1,…,N-1} > ・ヒト(含むおれ（＾＾；　） > 　but other people argue it's not ok, because we would need to define a measure on sequences, > （ヒトは、非可測だから、 > 　上記、”because the only probability measure we need is uniform probability on {0,1,…,N-1}” > 　は、不成立だと言いますｗ（＾＾； ） > （参考） > https://mathoverflow.net/questions/151286/probabilities-in-a-riddle-involving-axiom-of-choice > Probabilities in a riddle involving axiom of choice asked Dec 9 '13 > (抜粋) > asked Dec 9 '13 at 16:16 Denis > I think it is ok, because the only probability measure we need is uniform probability on {0,1,…,N-1}, but other people argue it's not ok, because we would need to define a measure on sequences, and moreover axiom of choice messes everything up.
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・ULA
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・べっかんこ(通常)
・公式(ｽﾏﾎ)
・公式(PC)[PC,ｽﾏﾎ,PHS可]

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