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- W1525524816 abstract "A class of games in strategic form with the following property is identified: for every n ? E, i.e. Nash equilibrium, the (Nash) sum is constant. For such a game sufficient conditions for E to be polyhedral and semi-uniqueness (i.e. #E = 1) are given. The abstract results are illustrated by applying them to a class of games that covers various types of Cournot oligopoly and transboundary pollution games. The way of obtaining the results is by analysing so-called left and right marginal reductions." @default.
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- W1525524816 date "2011-01-01" @default.
- W1525524816 modified "2023-09-27" @default.
- W1525524816 title "On games with constant Nash sum" @default.
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