I would be curious if anyone knows more good probability "paradoxa" such as the two-envelope problem posted here a couple of months ago.
Wikipedia has a good list: http://en.wikipedia.org/wiki/Category:Prob...heory_paradoxes
But maybe there is more good stuff out there?
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Probability paradoxa
#1
Posted 2007-October-19, 13:51
The easiest way to count losers is to line up the people who talk about loser count, and count them. -Kieran Dyke
#2
Posted 2007-October-19, 14:37
It is probably out there somewhere on the Web, and I think Martin Gardner included it in his paradox book...which I no longer have.... the Great Predictor? Do you know it ?
I think it is also called Newcomb's Paradox...... regarding two boxes....
I think it is also called Newcomb's Paradox...... regarding two boxes....
♣♦♥♠ Philosophy consists very largely of one philosopher arguing that other philosophers are all jackasses. He usually proves it, and I should add that he also usually proves that he is one himself. H.L. Mencken. ♣♦♥♠
#3
Posted 2007-October-19, 15:31
Lots of paradoxa mentioned in economics.
For probability try Simpson's paradox.
In lotteries (related to probability) are the Allais paradox and Machina's paradox.
For probability try Simpson's paradox.
In lotteries (related to probability) are the Allais paradox and Machina's paradox.
"Half the people you know are below average." - Steven Wright
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