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Resources & Downloads => Mathematics => Topic started by: Bayes on Aug 22, 04:02 AM 2010

Title: Martingale Odds In The Long Run
Post by: Bayes on Aug 22, 04:02 AM 2010
"if we would be immortal regular gamblers, we shall be ruined for sure. Because we are not, there are still chances to get rich or make a living with that. This could be one of the advantages of not being immortal."

link:://probability.infarom.ro/martingale_odds_in_long_run_article.html (link:://probability.infarom.ro/martingale_odds_in_long_run_article.html)
Title: Re: Martingale Odds In The Long Run
Post by: VLS on Aug 22, 07:43 AM 2010
Quote from: Bayes on Aug 22, 04:02 AM 2010
"if we would be immortal regular gamblers, we shall be ruined for sure. Because we are not, there are still chances to get rich or make a living with that. This could be one of the advantages of not being immortal."

Absolutely agree dear Bayes.

Title: Re: Martingale Odds In The Long Run
Post by: GLC on Nov 25, 10:12 PM 2010
Quote from: Bayes on Aug 22, 04:02 AM 2010
"if we would be immortal regular gamblers, we shall be ruined for sure. Because we are not, there are still chances to get rich or make a living with that. This could be one of the advantages of not being immortal."

link:://probability.infarom.ro/martingale_odds_in_long_run_article.html (link:://probability.infarom.ro/martingale_odds_in_long_run_article.html)

Bayes my friend,

Good article.

So what I get from this article is that the author either doesn't believe in life after death or if he does, he doesn't think there will be roulette in heaven or hell. :'( ??? :ooh:

What a miserable future he's looking forward to. :o :o

George

Just kidding! ;D :lol:
Title: Re: Martingale Odds In The Long Run
Post by: albalaha on Nov 25, 11:00 PM 2010
Martingale is the most fishy progression ever made and what we call as long run, has to fail with huge losses always.
Title: Re: Martingale Odds In The Long Run
Post by: vladir on Aug 25, 10:20 AM 2011
link:://en.wikipedia.org/wiki/Infinite_monkey_theorem (link:://en.wikipedia.org/wiki/Infinite_monkey_theorem)

I'm not so sure about that ...