Vanishing viscosity for uniformly convex Hamilton-Jacobi equations converges at the optimal rate O(epsilon log epsilon), improving the old O(sqrt(epsilon)) bound.
Error bounds for monotone ap proximation schemes for parabolic Hamilton-Jacobi-Bellman equations
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Optimal rate of convergence in the vanishing viscosity for uniformly convex Hamilton-Jacobi equations
Vanishing viscosity for uniformly convex Hamilton-Jacobi equations converges at the optimal rate O(epsilon log epsilon), improving the old O(sqrt(epsilon)) bound.