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Coupling and coordination mechanism and sustainable path of water resources-ecological environment-socio-economic system in Zhengzhou urban agglomeration. [PDF]

Sci Rep
Tang Y, He J, Guo X.
europepmc   +1 more source

Sackin indices for labeled and unlabeled classes of galled trees. [PDF]

J Math Biol
Fuchs M, Gittenberger B.
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Is Reference a Relation of Equivalence or Sameness? [PDF]

Perspect Behav Sci
Plazas EA.
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Optimizing feature selection in cancer microarray data using a heap-driven evolutionary framework for high-dimensional spaces. [PDF]

Sci Rep
Alweshah M, Jebril H, Kassaymeh S, Almiani M, Alkhalaileh S, Rjoub G.   +5 more
europepmc   +1 more source

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Games developed in Java for teaching "Combinatorial Game Theory"

ACM SIGCSE Bulletin, 2008
In this poster we develop some games in java, and we give the mathematical theory necessary to obtain an optimal strategy to play. This games are "Scoring Cards", "Wythoff", and "Twins"; they frame within the course about "Combinatorial Game Theory", in which we applied a new method of learning, motivating to the student to make a work on the one hand ...
Miguel Reyes, Agueda Mata
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On lattices from combinatorial game theory: infinite case

International Journal of Game Theory, 2020
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Carvalho, Alda, Santos, Carlos, Dias, Cátia, Coelho, Francisco, Neto, João P., Nowakowski, Richard, Vinagre, Sandra   +6 more
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Solving Impartial SET Using Knowledge and Combinatorial Game Theory

2023
Standard SET is a card game played between any number of players moving simultaneously, where a move means taking a number of cards obeying some predetermined conditions (a Set). It is mainly a game of pattern recognition and speed. The winner is the player obtaining the most Sets. To enable analyzing SET in a more mathematical and game-theoretic sense
Uiterwijk, Jos W.H.M., Hufkens, Lianne V.   +1 more
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Solving Cram Using Combinatorial Game Theory

2020
In this paper we investigate the board game Cram, which isan impartial combinatorial game, using an alpha-beta solver. Since Cram is anotoriously hard game in the sense that it is difficult to obtain reliableand useful domain knowledge to use in the search process, we decided torely on knowledge obtained from Combinatorial Game Theory (CGT).The first ...
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A framework for data mining on combinatorial game theory

Journal of Computational Methods in Sciences and Engineering, 2009
Combinatorics is the study of discrete, finite spaces. Combinatorial games are games that can be studied through the use of combinatorics. They are typically, but not necessarily, two-player games with a finite set of possible states and a well-defined winning condition. The search space in combinatorial games is typically very large. In this paper, we
Hooks, David, Ding, Qin
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Combining Combinatorial Game Theory with an $$\alpha $$ - $$\beta $$ Solver for Clobber: Theory and Experiments

2017
Combinatorial games are a special category of games sharingthe property that the winner is by denition the last player able to move.To solve such games two main methods are being applied. The rst is ageneral alpha-beta search with many possible enhancements.
Uiterwijk, JWHM, Griebel, Janis
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