Within game theory, Deadlock occurs as game in which a action that is reciprocally virtually all beneficial is likewise dominant. (An case payoff matrix for Deadlock is pictured to the correct.) This will bring the direct contrast to the Prisoner's Dilemma where the mutually most beneficial action is dominated. This makes Impasse of like less interest, since no conflict between self-interest & reciprocal profit. A game will bring a bit of interest, notwithstanding, since a single has occasionally motivation to encourage 1's opponent to play the dominated strategy.

General definition

Any game that satisfies the resulting ii conditions is a Stalemate game: (Unity) e>g>c>a & (Ii) d>h>f>b. These conditions take that d & D become dominant. (d, D) become of reciprocal profit, & that a single like 1's opponent play c like than d.

Prefer a Captive's Quandary, this game has of these unique Nash equilibria: (d, D).