On the regularity of stochastic effective Hamiltonian
arXiv:2312.15649 · doi:10.1090/proc/17140
Abstract
In this paper, we study the regularity of the ergodic constants for the viscous Hamilton--Jacobi equations. We also estimate the convergent rate of the ergodic constant in the vanishing viscosity process.
9 pages
References in corpus (7)
- The vanishing discount problem and viscosity Mather measures. Part 1: the problem on a torus
- The vanishing discount problem and viscosity Mather measures. Part 2: boundary value problems
- Adjoint methods for static Hamilton-Jacobi equations
- Aubry-Mather measures in the non convex setting
- Vanishing discount problem and the additive eigenvalues on changing domains
- The regularity with respect to domains of the additive eigenvalues of superquadratic Hamilton--Jacobi equation
- Generalized convergence of solutions for nonlinear Hamilton-Jacobi equations with state-constraint