Linear correlated equilibria can be computed and learned in polynomial time in general convex games, given oracle access to the players' strategy sets.
Indeed, we have − 4d−1 4d (−u) ̸∈ Bd 2d−1 2d , u
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Efficient Learning and Computation of Linear Correlated Equilibrium in General Convex Games
Linear correlated equilibria can be computed and learned in polynomial time in general convex games, given oracle access to the players' strategy sets.