Inter-universal geometryとABC予想(シン応援スレ) 90

>>759
札付きとか不純物紛れ込んでてぜんぜんまとまってない
ちゃんとまとめろ、こういう風に

Stanford大学教授　時枝正
「第k列のD番目の箱に入った実数はS^k(D)＝r(D)と賭ければ，めでたく確率99/100で勝てる.確率1-εで勝てることも明らかであろう.」

Kusiel-Vorreuter大学教授　Sergiu Hart
「For every ε>0 Player 2 has a mixed strategy in game1 guaranteeing him a win with probability at least 1-ε.」

Baylor大学教授　Alexander Pruss
「What we have then is this: For each fixed opponent strategy, if i is chosen uniformly independently of that strategy (where the "independently" here isn't in the probabilistic sense), we win with probability at least (n-1)/n. That's right.」