A new asymptotic mean value formula for the p-Laplacian yields a dynamic programming principle whose solutions are value functions of a two-player zero-sum game and converge to viscosity solutions of the equation.
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A game-theoretical interpretation for a doubly nonlinear parabolic equation
A new asymptotic mean value formula for the p-Laplacian yields a dynamic programming principle whose solutions are value functions of a two-player zero-sum game and converge to viscosity solutions of the equation.