A blog about learning go and learning computer go. A go beginner tries to improve his game and use their software engineering skills to build a computer go player. Entries about their go reading, computer go reading, go playing, go improvement, go concepts (seki, ko, miai, etc) and progress building the computer go player.

Saturday, June 11, 2005

Bayesian Pattern Ranking for Move Prediction in the Game of Go

Bayesian Pattern Ranking for Move Prediction in the Game of Go by David Stern, Ralf Herbrich and Thore Graepel at Cambridge / Microsoft uses nested patterns with learnt priority (rank) to "obtain a probability distribution for professional play over legal moves in a given position." Trained using a corpus of 20000 professional games they also discuss building a million game corpus of variable-level games (presumably games played on internet go servers?).

It seems to me that the problem they're setting out to solve isn't the one they need to solve―at the end of the day generating reasonable moves is the goal, and pro moves are only an approximation. There is also the problem that the system assumes that the board positions and the opponents' moves are reasonable. There were some clear attacks against early computer chess players which worked by playing unreasonable moves to get out of the opening book.

Another issue is the shape of he pattern. The patterns are (effectively) circular, whereas there are many, many, go proverbs suggesting that they should be biased towards the board edge (where territory is to be made) over the center.

Thore Graepel's Home Page

4 comments:

Thore Graepel said...

The patterns used are actually very sensitive to the edge despite being circular in shape. The reason is that the edge, or rather the off-board region, is explicitly represented in the patterns, which match values black, white, empty or off-board for every vertex in the template. A typical pattern thus includes part of the edge or even of two edges (in the corner) and hence the system can take the particular value of the edges into account. For smaller patterns, we are now working on including a feature "distance to edge" as used, e.g., in van der Werf et al's "Local move prediction in Go" paper

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