Sharp O(ε log(1/ε)) global and O(ε) almost-everywhere convergence rates are established for periodic homogenization of viscous quadratic Hamilton-Jacobi equations.
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Sharp global and almost everywhere convergence rates for periodic homogenization of viscous quadratic Hamilton-Jacobi equations
Sharp O(ε log(1/ε)) global and O(ε) almost-everywhere convergence rates are established for periodic homogenization of viscous quadratic Hamilton-Jacobi equations.