Apparently every finite game has at least one Nash equilibrium if you allow mixed strategies. (i.e. players select probability distributions over their moves, not single moves.) Do you happen to know how mixed strategies affect existence and uniqueness of PTEs?
(Aside, it seems that every image appears twice in the article.)
Apparently every finite game has at least one Nash equilibrium if you allow mixed strategies. (i.e. players select probability distributions over their moves, not single moves.) Do you happen to know how mixed strategies affect existence and uniqueness of PTEs?
(Aside, it seems that every image appears twice in the article.)