Progress in approximate nash equilibria

机译：近似纳什均衡的进展

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It is known [5] that an additively ε-approximate Nash equilibrium (with supports of size at most two) can be computed in polynomial time in any 2-player game with ε=.5. It is also known that no approximation better than .5 is possible unless equilibria with support larger than logn are considered, where n is the number of strategies per player. We give a polynomial algorithm for computing an ε-approximate Nash equilibrium in 2-player games with ε ≈ .38; our algorithm computes equilibria with arbitrarily large supports.>>> af++ JPWO2020044497A1 . 2020-09-03

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机译：用于检测NAFLD或NASH或预测风险的方法，用于检测NAFLD或NASH的诊断试剂盒，用于确定受试者的肝纤维化进展的方法以及用于确定受试者的肝纤维化进展的诊断

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Progress in approximate nash equilibria

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