Results 161 to 170 of about 25,477 (208)
Comparative analysis of signal decomposition methods for regional sea level trend estimation: a case study of the Korean peninsula. [PDF]
Kim YJ, Kang H, Song HS, Kim JH, Kwon O.
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Feasibility of Integrating Pilates with Conventional Kinesiotherapy for Managing Chronic Low Back Pain: A Pilot Study. [PDF]
Mahajan S +5 more
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Methoxy-Functionalized Conjugated Self-Assembled Monolayers as a Hole-Selective Contact for Inverted Perovskite Solar Cells. [PDF]
Ahmmed S +9 more
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ICGA Journal, 2022
Combinatorial game theory provides results for the class of two-player, deterministic games with perfect information. With the aim of generalizing this theory to the class of non-perfect information games in mind, we introduce and analyze three variants of the game of Nim.
Mark J. H. van den Bergh +2 more
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Combinatorial game theory provides results for the class of two-player, deterministic games with perfect information. With the aim of generalizing this theory to the class of non-perfect information games in mind, we introduce and analyze three variants of the game of Nim.
Mark J. H. van den Bergh +2 more
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Discrete Mathematics, 2018
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
D. Gray, Stephen C. Locke
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
D. Gray, Stephen C. Locke
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Theoretical Computer Science, 2018
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Rongxing Xu, Xuding Zhu
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Rongxing Xu, Xuding Zhu
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2014 Seventh International Joint Conference on Computational Sciences and Optimization, 2014
A class of extensions of Small Nim are investigated. Under normal or misere play convention, all P-positions are determined. The structures of P-positions are of algebraic form, which permits to decide in polynomial time whether or not a given game position is a P-position.
Wen An Liu, Xiao Zhao
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A class of extensions of Small Nim are investigated. Under normal or misere play convention, all P-positions are determined. The structures of P-positions are of algebraic form, which permits to decide in polynomial time whether or not a given game position is a P-position.
Wen An Liu, Xiao Zhao
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Misère Greedy Nim and Misère Bounded Greedy Nim
CoRRIn this paper, we analyze the misère versions of two impartial combinatorial games: k-Bounded Greedy Nim and Greedy Nim. We present a complete solution to both games by showing necessary and sufficient conditions for a position to be P-positions.
Nanako Omiya +2 more
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