Results 11 to 20 of about 53,582 (275)
A Cop and Drunken Robber Game on n-Dimensional Infinite-Grid Graphs
Mathematics, 2021 A Cop and Drunken Robber (CDR) game is one variation of a famous combinatorial game, called Cops and Robbers, which has been extensively studied and applied in the area of theoretical and computer science as demonstrated by several conferences and ...
Nuttanon Songsuwan +3 more
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Festival dell'Architettura Magazine, 2020 Play and the game, the central themes of this issue of FAMagazine, bring together various fields of artistic knowledge to become a key to understanding their use in recomposing the multidimensional nature of knowledge and the world itself, able to oppose
Tommaso Brighenti
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Decision Making in Team-Adversary Games with Combinatorial Action Space
CAAI Artificial Intelligence Research, 2023 The team-adversary game simulates many real-world scenarios in which a team of agents competes cooperatively against an adversary. However, decision-making in this type of game is a big challenge since the joint action space of the team is combinatorial ...
Shuxin Li +4 more
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Notes on the combinatorial game: graph Nim
Electronic Journal of Graph Theory and Applications, 2016 The combinatorial game of Nim can be played on graphs. Over the years, various Nim-like games on graphs have been proposed and studied by N.J. Calkin et al., L.A. Erickson and M. Fukuyama.
Richard M. Low, W.H. Chan
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On the Learnability of Programming Language Semantics [PDF]
Electronic Proceedings in Theoretical Computer Science, 2017 Game semantics is a powerful method of semantic analysis for programming languages. It gives mathematically accurate models ("fully abstract") for a wide variety of programming languages.
Dan R. Ghica, Khulood Alyahya
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Cubic Pisot unit combinatorial games [PDF]
Monatshefte für Mathematik, 2008 zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Duchêne, Eric, Rigo, Michel
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Combinatorial Games with a Pass: A dynamical systems approach [PDF]
, 2011 By treating combinatorial games as dynamical systems, we are able to address a longstanding open question in combinatorial game theory, namely, how the introduction of a "pass" move into a game affects its behavior.
Adam S. Landsberg +9 more
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, 2012 Euclid is a well known two-player impartial combinatorial game. A position in Euclid is a pair of positive integers and the players move alternately by subtracting a positive integer multiple of one of the integers from the other integer without making ...
Cairns, Grant, Ho, Nhan Bao
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A class of extensions of Restricted (s, t)-Wythoff’s game
Open Mathematics, 2017 Restricted (s, t)-Wythoff’s game, introduced by Liu et al. in 2014, is an impartial combinatorial game. We define and solve a class of games obtained from Restricted (s, t)-Wythoff’s game by adjoining to it some subsets of its P-positions as additional ...
Liu Sanyang, Li Haiyan
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Discrete Mathematics & Theoretical Computer Science, 2014 We study an extension of the chip-firing game. A given set of admissible moves, called Yamanouchi moves, allows the player to pass from a starting configuration $\alpha$ to a further configuration $\beta$.
Robert Cori +2 more
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