Games associated with products of eigenvalues of the Hessian

Games associated with products of eigenvalues of the Hessian

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We introduce games associated with second-order partial differential equations given by arbitrary products of eigenvalues yale law school colors of the Hessian.We prove that, as a parameter that controls the step length goes to zero, the value functions of the games converge uniformly to a viscosity solution of the partial differential equation.The classical Monge-Ampère napoleon concealer equation is an important example under consideration.