Algorithmic View on Mathematics of Gambling
タレコミ by Anonymous Coward
あるAnonymous Coward 曰く、
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"How to gamble if you are in a hurry" (http://arxiv.org/abs/1112.1645) by mathematician trio: Doron Zeilberger (Rutgers) , Evangelos Georgiadis (MIT) and Ekhad Shalosh (Rutgers) appears to be a first attempt to redefine traditional gambling theory as advertised by the great Edward Thorp who popularized in a rigorous way gambling mathematics and made terms like "the Kelly Criterion" applicable and accessible to the average gambler. "How to gamble if you are in a hurry," represents a computational and algorithmic effort towards reconciling unrealistic assumptions of continuous gambling theory with the real world gambling. Money as we know it, is not infinitely divisible, neither is the life of a gambler, nor does the betting game continue indefinitely. All is finite and discrete as the authors claim. Question is how can we cash out of the more realistic ideas ?
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