Optimal O(epsilon) homogenization rate, bounded correctors, and global Holder regularity are established for convex Hamilton-Jacobi equations with u/epsilon-periodic Hamiltonians.
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Quantitative homogenization of convex Hamilton-Jacobi equations with $u/\varepsilon$-periodic Hamiltonians
Optimal O(epsilon) homogenization rate, bounded correctors, and global Holder regularity are established for convex Hamilton-Jacobi equations with u/epsilon-periodic Hamiltonians.