consider we have game between adversary and player. Player can make some actions, let' call $w$ and adversary can make actions $\ell$. Then player get loss function $L(w, \ell)$. Adversary trying maximize $L$ and the player trying minimize the $L$. What is defeniniton of minmax optimal strategies in this case?
minmax optimal strategies
0
$\begingroup$
game-theory