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Sven Schüle
Joined: 15 May 2008 Posts: 2275 Location: Berlin, Germany
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Post subject: Re: EloStat, Bayeselo and Ordo Posted: Sun Jun 24, 2012 10:21 pm |
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| Laskos wrote: |
| The correct rating here is -191, 0, 191 [...] and is derived analytically |
In general there is no such thing like an (absolutely) "correct rating". The mapping between winning percentage (or probability) and rating difference depends on the underlying rating model, and there is more than one model, and not all three programs you are comparing use the same model AFAIK.
Furthermore, as HGM has shown, also the number of draws has an influence on the ratings. In addition to that, BayesElo (I don't know about Ordo here) also accounts for the colors. I don't know whether the (roughly) 55% win rate for White was considered in your example since you didn't mention it.
Sven |
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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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