Please create an account to participate in the Slashdot moderation system

 



Forgot your password?
typodupeerror

Comment Continuous vs Discrete (Score 3, Interesting) 185

After having read the paper it becomes evident that both authors have a liking for analyzing the problem in a discrete light. My degree is in mathematics, number theory so I am slightly biased myself. For that matter, I got intrigued by the fact that when dealing with the continuous version of gambling one does deal with unrealistic assumptions. One of which is ... money is indefinitely divisible which of course this is a bonkers assumption. Now assuming money has finite integral values, the analysis becomes much more difficult, particularly in the light of edge effects. So, that is why the authors seem to resort to heavy computer simulation.
Science

Submission + - Computational Perspective to Statistical Gambling (arxiv.org)

yukiloo writes: An early Christmas treat for the ordinary Joe who is stuck with a Christmas list that he cannot afford and is running out of time, comes from two mathematicians (Evangelos Georgiadis MIT) and (Doron Zeilberger Rutgers) and a computer (Shalosh B. Ekhad). In their paper "How to gamble if you're in a hurry" they present algorithmic strategies and reclaim the world of gambling which they say has up till recently flourished on the continuous Kolmogorov paradigm by some sugary discrete code that could make us hopefully richer, if not wiser. Interesting since they their work applies an advanced version of what seems to be the Kelly criterion.

Slashdot Top Deals

OS/2 must die!

Working...