payoff patterns from the symmetric ordinal 2 × 2 games. The symmetric ordinal games act as coordinates locating games in maps … of the payoff space of 2 × 2 games, including not only asymmetric ordinal games and the complete set of games with ties …

payoff patterns from the symmetric ordinal 2 × 2 games. The symmetric ordinal games act as coordinates locating games in maps … of the payoff space of 2 × 2 games, including not only asymmetric ordinal games and the complete set of games with ties …

ordinal games. We find that under certain compactness and semicontinuity assumptions, the ordinal Nash equilibria of a quasi …-supermodular game form a nonempty complete lattice. Finally, we extend several set-valued solution concepts from cardinal to ordinal … games in our sense. …

ordinal games. We ¯nd that under certain compactness and semicontinuity assumptions, the ordinal Nash equilibria of a quasi …-supermodular game form a nonempty complete lattice. Finally, we extend several set-valued solution concepts from cardinal to ordinal … games in our sense. …

of all, we extend Voorneveld's concept of best-response potential from cardinal to ordinal games and derive the analogue …-response cycle. Further, Milgrom and Shannon's concept of quasi-supermodularity is extended from cardinal games to ordinal games. We …-supermodular game form a nonempty complete lattice. Finally, we extend several set-valued solution concepts from cardinal to ordinal …