Order invariants and the ''environment'' problem for games with ordered outcomes
The author introduces the notion of an order invariant for antagonistic games with ordered outcomes and obtains some important order invariants for antagonistic games. It is shown that the obtained order invariants (the \(\beta\)-domination, global alternativeness, and global value of a game) are connected with the notion of a Nash equilibrium and that they are retained after the most important transformations of games.
scientific article; zbMATH DE number 1978414