Re: Probability in an infinite sample space
- From: Han de Bruijn <Han.deBruijn@xxxxxxxxxxxxxx>
- Date: Mon, 27 Mar 2006 13:51:50 +0200
Han de Bruijn wrote:
The infinitesimal is defined _before_ you take the limit. It disappears
_after_ you have taken the limit. It becomes zero then, remember? Don't
take limits with infinitesimals that have already vanished. Dangerous !
The Probability in an infinite sample space is an infinitesimal. Waiting
for the limit to be taken, for n->oo. Then Pa,n) = floor(n/a)/n . Bingo!
_Now_ take the limit and P(a) = 1/a .
Han de Bruijn
.
- References:
- Re: Probability in an infinite sample space
- From: mzafrullah
- Re: Probability in an infinite sample space
- From: Han de Bruijn
- Re: Probability in an infinite sample space
- From: Robert Low
- Re: Probability in an infinite sample space
- From: Han de Bruijn
- Re: Probability in an infinite sample space
- From: Robert Low
- Re: Probability in an infinite sample space
- From: Han de Bruijn
- Re: Probability in an infinite sample space
- From: Robert Low
- Re: Probability in an infinite sample space
- From: Han de Bruijn
- Re: Probability in an infinite sample space
- From: Robert Low
- Re: Probability in an infinite sample space
- From: Han de Bruijn
- Re: Probability in an infinite sample space
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- Re: Probability in an infinite sample space
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- Re: Probability in an infinite sample space
- From: Robert Low
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- From: Han de Bruijn
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