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A Go algorithm for chess programmers to try ?
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Rémi Coulom



Joined: 24 Apr 2006
Posts: 350

PostPost subject: A Go algorithm for chess programmers to try ?    Posted: Sat Jun 02, 2007 8:32 pm Reply to topic Reply with quote

Hi,

I have developed an efficient algorithm for move evaluation in my Go program that, I believe, might be interesting to you. It can be used to learn move ordering heuristics from a database of sample good moves. It can also provide a probability distribution over legal moves in a previously unseen position. Maybe chess programmers would like to try it, as it could be used to improve move ordering heuristics, or late-move reduction/pruning.

This algorithm improved my Go program by about 600 Elo points. I don't expect it would work that well for chess. But if I were to go back to programming chess, I would try it.

Here is the paper:
http://remi.coulom.free.fr/Amsterdam2007/

Title: Computing Elo Ratings of Move Patterns in the Game of Go

Abstract: Move patterns are an essential method to incorporate domain knowledge into Go-playing programs. This paper presents a new Bayesian technique for supervised learning of such patterns from game records, based on a generalization of Elo ratings. Each sample move in the training data is considered as a victory of a team of pattern features. Elo ratings of individual pattern features are computed from these victories, and can be used in previously unseen positions to compute a probability distribution over legal moves. In this approach, several pattern features may be combined, without an exponential cost in the number of features. Despite a very small number of training games (652), this algorithm outperforms most previous pattern-learning algorithms, both in terms of mean log-evidence (-2.69), and prediction rate (34.9%). A 19x19 Monte-Carlo program improved with these patterns reached the level of the strongest classical programs.

You may also be interested in this paper, because it explains in details the algorithm that I use in bayeselo:
http://remi.coulom.free.fr/Bayesian-Elo/
This algorithm was also described in a paper by David R. Hunter, cited on the page of bayeselo, but I believe that the description in my paper should be understandable by a much wider audience.

Also, it would be cool if someone would write a Monte-Carlo chess program. I do not have the motivation to do it, but I would be extremely curious to see the result. It would not be very strong, but would certainly have an interesting playing style.

Rémi
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Subject Author Date/Time
A Go algorithm for chess programmers to try ? Rémi Coulom Sat Jun 02, 2007 8:32 pm
      Re: A Go algorithm for chess programmers to try ? RVisitor Sat Jun 02, 2007 8:44 pm
      Re: A Go algorithm for chess programmers to try ? Daniel Mehrmann Sat Jun 02, 2007 8:57 pm
      Re: A Go algorithm for chess programmers to try ? Vincent Diepeveen Sun Jun 03, 2007 2:05 pm
            Re: A Go algorithm for chess programmers to try ? Rémi Coulom Sun Jun 03, 2007 2:18 pm
                  Re: A Go algorithm for chess programmers to try ? Vincent Diepeveen Sun Jun 03, 2007 2:48 pm
                  Re: A Go algorithm for chess programmers to try ? Dann Corbit Tue Jun 05, 2007 6:58 pm
                        Re: A Go algorithm for chess programmers to try ? Dan Andersson Wed Jun 06, 2007 7:21 am
                              Re: A Go algorithm for chess programmers to try ? Rémi Coulom Wed Jun 06, 2007 7:37 am
                                    Re: A Go algorithm for chess programmers to try ? Dan Andersson Wed Jun 06, 2007 7:58 am
      Re: A Go algorithm for chess programmers to try ? Alessandro Scotti Tue Jun 05, 2007 5:54 pm
      Re: A Go algorithm for chess programmers to try ? Gerd Isenberg Wed Jun 06, 2007 1:50 pm
            Re: A Go algorithm for chess programmers to try ? Rémi Coulom Wed Jun 06, 2007 2:40 pm
                  Re: A Go algorithm for chess programmers to try ? Gerd Isenberg Wed Jun 06, 2007 6:05 pm
                        Re: A Go algorithm for chess programmers to try ? Rémi Coulom Wed Jun 06, 2007 6:21 pm
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