Solving Go on small boards

ECD van der Werf; HJ van den Herik; JWHM Uiterwijk

doi:10.3233/ICG-2003-26205

Solving Go on small boards

ECD van der Werf^*, HJ van den Herik, JWHM Uiterwijk

^*Corresponding author for this work

Networks and Strategic Optimization

Research output: Contribution to journal › Article › Academic › peer-review

21 Citations (Web of Science)

Abstract

This article presents a search-based approach of solving Go on small boards. A dedicated heuristic evaluation function combined with the static recognition of unconditional territory is used in an alpha-beta framework with several domain-dependent and domain-independent search enhancements. We present two variants of the GHI problem (caused by super-ko rules) with some possible solutions. Our program, MIGOS, solves all small empty square boards up to 5 x 5 and can be applied to any enclosed problem of similar size.

Original language	English
Pages (from-to)	92-107
Journal	ICGA Journal
Volume	26
Issue number	2
DOIs	https://doi.org/10.3233/ICG-2003-26205
Publication status	Published - Jun 2003

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10.3233/ICG-2003-26205

Cite this

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abstract = "This article presents a search-based approach of solving Go on small boards. A dedicated heuristic evaluation function combined with the static recognition of unconditional territory is used in an alpha-beta framework with several domain-dependent and domain-independent search enhancements. We present two variants of the GHI problem (caused by super-ko rules) with some possible solutions. Our program, MIGOS, solves all small empty square boards up to 5 x 5 and can be applied to any enclosed problem of similar size.",

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AB - This article presents a search-based approach of solving Go on small boards. A dedicated heuristic evaluation function combined with the static recognition of unconditional territory is used in an alpha-beta framework with several domain-dependent and domain-independent search enhancements. We present two variants of the GHI problem (caused by super-ko rules) with some possible solutions. Our program, MIGOS, solves all small empty square boards up to 5 x 5 and can be applied to any enclosed problem of similar size.

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