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H.G.Muller

Joined: 10 Mar 2006 Posts: 12911 Location: Amsterdam
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Post subject: Re: EloStat, Bayeselo and Ordo Posted: Tue Jun 26, 2012 4:21 pm |
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| michiguel wrote: |
No, it is a drawback. If you score 3/4, the measure should give exactly the same value as 300/400. The error of the measure should be different.
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Unfortunately hard math tells us that is not true. Unless you are prepared to accept asymmetric error bars, which is the same thing as admitting you are using a faulty average. Calculate it yourself, if you don't believe it. The likelihood for heads probability p in a coin flip after observing 3 heads is (unnormalized) p^3 * (1-p). The expectation value of this distribution is NOT 3/4, but 2/3. |
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| Subject |
Author |
Date/Time |
EloStat, Bayeselo and Ordo |
Kai Laskos |
Sun Jun 24, 2012 1:27 pm |
Re: EloStat, Bayeselo and Ordo |
Adam Hair |
Sun Jun 24, 2012 4:38 pm |
Re: EloStat, Bayeselo and Ordo |
Kai Laskos |
Sun Jun 24, 2012 5:46 pm |
Re: EloStat, Bayeselo and Ordo |
Edmund Moshammer |
Sun Jun 24, 2012 6:54 pm |
Re: EloStat, Bayeselo and Ordo |
H.G.Muller |
Sun Jun 24, 2012 7:29 pm |
Re: EloStat, Bayeselo and Ordo |
Kai Laskos |
Sun Jun 24, 2012 8:24 pm |
Re: EloStat, Bayeselo and Ordo |
H.G.Muller |
Sun Jun 24, 2012 8:52 pm |
Re: EloStat, Bayeselo and Ordo |
Kai Laskos |
Sun Jun 24, 2012 9:46 pm |
Re: EloStat, Bayeselo and Ordo |
Miguel A. Ballicora |
Sun Jun 24, 2012 10:05 pm |
Re: EloStat, Bayeselo and Ordo |
H.G.Muller |
Sun Jun 24, 2012 10:44 pm |
Re: EloStat, Bayeselo and Ordo |
Miguel A. Ballicora |
Sun Jun 24, 2012 10:58 pm |
Re: EloStat, Bayeselo and Ordo |
H.G.Muller |
Mon Jun 25, 2012 8:35 pm |
Re: EloStat, Bayeselo and Ordo |
Miguel A. Ballicora |
Mon Jun 25, 2012 9:12 pm |
Re: EloStat, Bayeselo and Ordo |
H.G.Muller |
Tue Jun 26, 2012 6:44 am |
Re: EloStat, Bayeselo and Ordo |
Miguel A. Ballicora |
Tue Jun 26, 2012 3:48 pm |
Re: EloStat, Bayeselo and Ordo |
H.G.Muller |
Tue Jun 26, 2012 4:21 pm |
Re: EloStat, Bayeselo and Ordo |
Kai Laskos |
Tue Jun 26, 2012 9:11 pm |
Re: EloStat, Bayeselo and Ordo |
H.G.Muller |
Wed Jun 27, 2012 5:29 am |
Re: EloStat, Bayeselo and Ordo |
Kai Laskos |
Wed Jun 27, 2012 9:32 am |
Re: EloStat, Bayeselo and Ordo |
H.G.Muller |
Wed Jun 27, 2012 11:26 am |
Re: EloStat, Bayeselo and Ordo |
Kai Laskos |
Thu Jun 28, 2012 4:48 pm |
Re: EloStat, Bayeselo and Ordo |
H.G.Muller |
Thu Jun 28, 2012 5:17 pm |
Re: EloStat, Bayeselo and Ordo |
H.G.Muller |
Sun Jun 24, 2012 10:36 pm |
Re: EloStat, Bayeselo and Ordo |
Kai Laskos |
Sun Jun 24, 2012 11:00 pm |
Re: EloStat, Bayeselo and Ordo |
Adam Hair |
Mon Jun 25, 2012 2:23 am |
Re: EloStat, Bayeselo and Ordo |
H.G.Muller |
Mon Jun 25, 2012 8:18 pm |
Re: EloStat, Bayeselo and Ordo |
Rémi Coulom |
Mon Jun 25, 2012 8:58 pm |
Re: EloStat, Bayeselo and Ordo |
H.G.Muller |
Mon Jun 25, 2012 9:09 pm |
Re: EloStat, Bayeselo and Ordo |
Rémi Coulom |
Mon Jun 25, 2012 9:16 pm |
Re: EloStat, Bayeselo and Ordo |
H.G.Muller |
Mon Jun 25, 2012 9:43 pm |
Re: EloStat, Bayeselo and Ordo |
Rémi Coulom |
Tue Jun 26, 2012 8:07 am |
Re: EloStat, Bayeselo and Ordo |
H.G.Muller |
Tue Jun 26, 2012 8:31 am |
Re: EloStat, Bayeselo and Ordo |
Juan Molina |
Tue Jun 26, 2012 11:31 am |
Re: EloStat, Bayeselo and Ordo |
H.G.Muller |
Tue Jun 26, 2012 12:22 pm |
Re: EloStat, Bayeselo and Ordo |
Kai Laskos |
Tue Jun 26, 2012 2:15 am |
Re: EloStat, Bayeselo and Ordo |
H.G.Muller |
Tue Jun 26, 2012 6:32 am |
Re: EloStat, Bayeselo and Ordo |
Adam Hair |
Mon Jun 25, 2012 10:01 pm |
Re: EloStat, Bayeselo and Ordo |
Sven Schüle |
Sun Jun 24, 2012 10:21 pm |
Re: EloStat, Bayeselo and Ordo |
Kai Laskos |
Sun Jun 24, 2012 10:54 pm |
Re: EloStat, Bayeselo and Ordo |
Sven Schüle |
Mon Jun 25, 2012 9:22 am |
Re: EloStat, Bayeselo and Ordo |
Rémi Coulom |
Mon Jun 25, 2012 1:51 pm |
Re: EloStat, Bayeselo and Ordo |
Kai Laskos |
Tue Jun 26, 2012 2:09 am |
Re: EloStat, Bayeselo and Ordo |
Adam Hair |
Mon Jun 25, 2012 1:26 am |
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