A parameterization for a class of complete games with abstention
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Voting games with abstention are voting systems in which players can cast not only yes and no vote, but are allowed to abstain. This paper centers on the structure of a class of complete games with abstention. We obtain, a parameterization that can be useful for enumerating these games, up to isomorphism. Indeed, any I-complete game is determined by a vector of matrices with non-negative integers entries. It also allows us determining whether a complete game with abstention is a strongly weighted (3, 2) game or not, and for other purposes of interest in game theory.
CitationFreixas, J., Tchantcho, B., Proces, B. A parameterization for a class of complete games with abstention. "Discrete applied mathematics", 28 February 2019, vol. 255, p. 21-39.
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