Proves global semiconcavity with fractional modulus for viscosity solutions to Neumann HJ equations and optimality of the fractional exponent via Skorokhod regularity.
Han,Global semiconcavity of solutions to first-order Hamilton-Jacobi equations with state con- straints, Adv
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Optimal semiconcavity with fractional modulus for Hamilton-Jacobi equations with Neumann boundary conditions
Proves global semiconcavity with fractional modulus for viscosity solutions to Neumann HJ equations and optimality of the fractional exponent via Skorokhod regularity.