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arXiv · 1411.5007

A Unified View of Large-scale Zero-sum Equilibrium Computation

Kevin Waugh·J. Andrew Bagnell
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Abstract

The task of computing approximate Nash equilibria in large zero-sum extensive-form games has received a tremendous amount of attention due mainly to the Annual Computer Poker Competition. Immediately after its inception, two competing and seemingly different approaches emerged---one an application of no-regret online learning, the other a sophisticated gradient method applied to a convex-concave saddle-point formulation. Since then, both approaches have grown in relative isolation with advancements on one side not effecting the other. In this paper, we rectify this by dissecting and, in a sense, unify the two views.

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Kevin Waugh, J. Andrew Bagnell. 2014-11-18. A Unified View of Large-scale Zero-sum Equilibrium Computation. https://arxiv.org/abs/1411.5007

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