That's equivalent to ELO.

On Tue, Oct 12, 2010 at 3:25 AM, Stefan Kaitschick
<[email protected]> wrote:
>  difference in rank = number of handicap stones
> is very convinient ofcourse.
> An alternative way to look at this is to say:
> if player A beats player B 70% of the time in an even game(with komi) player
> A is 1 rank higher.
> (Ranking systems make this kind of presumption. Maybe somebody on the list
> can supply the value KGS uses)
> This would accommodate an almost infinite number of ranks within the span of
> the last stone towards perfection.
>
> Stefan
>
>> For amateurs, rank is defined as the number of handicap stones for an even
>> game.  For pro's it's somewhat arbitrary, depending on good results in the
>> rating tournaments over many games.  Of course Elo is a European chess
>> concept and is not used for traditional games in Asia.  A 9 dan pro is
>> perhaps two or three handicap stones stronger than a 1 dan pro, so there
>> are
>> more than one pro rank per handicap stone.
>>
>> David
>>
>>> -----Original Message-----
>>> From: [email protected] [mailto:computer-go-
>>> [email protected]] On Behalf Of Michael Williams
>>> Sent: Monday, October 11, 2010 9:41 PM
>>> To: [email protected]
>>> Subject: Re: [Computer-go] cgos 19x19 gets interesting
>>>
>>> On Mon, Oct 11, 2010 at 8:37 PM, Mark Boon<[email protected]>
>>
>> wrote:
>>>>
>>>> If you accept that the number of 'dan' ranks for a handicap stone
>>>> increases, maybe the difference in rank between god and a 9p may
>>>> actually be very, very high as the number of ranks accounting for the
>>>> last stone could be dozens or more.
>>>
>>> Clearly being able to given a stone and have an even match is not what
>>> is used to define rank.  Is ELO used to define rank?  If not, then
>>> isn't it a largely arbitrary measure?
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