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3 results for Nikaido-Isoda

Gradient-based Nikaido-Isoda function helps find Nash equilibria efficiently.

problem Efficient computation of Nash equilibria in multi-player games.
method Gradient-based Nikaido-Isoda (GNI) function for computing first-order stationary points.
result Gradient descent converges sublinearly to a first-order stationary point of the GNI function.

This work finds mixed equilibria in zero-sum games using interacting particle dynamics.

problem Finding mixed equilibrium points in continuous minmax games.
method A method based on entropic regularisation of two-layer zero-sum games with interacting particle dynamics.
result The sequence of empirical measures of the particle system satisfies a large deviation principle as the number of particles grows to infinity, implying convergence of the empirical measure and the Nikaidô-Isoda error.