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On Hamilton–Jacobi equations in bounded domains
Proceedings of the Royal Society of Edinburgh: Section A Mathematics, 1986SynopsisInitial-boundary value problems for nonlinear first order partial differential equations ∂tu + H(x, t, u, Dxu) = 0 and corresponding boundary value problems H(x, u, Dxu) = 0 are studied in bounded sets, using Crandal's and Lions' notion of viscosity solutions.
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Asymptotic solution of a Hamilton–Jacobi equation
Asymptotic Analysis, 1996This paper is concerned with the asymptotic behaviour of the solution of a first order Hamilton-Jacobi type equation which models the propagation of a front in a medium with a periodic spatial inhomogeneity, characterised by a speed parameter R 0 .
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Extending the Parisi formula along a Hamilton-Jacobi equation
Electronic Journal of Probability, 2020Dmitry Panchenko +1 more
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Hamilton–Jacobi Equation for a Charged Test Particle in the Stäckel Space of Type (2.0)
Symmetry, 2020Valerii Obukhov
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Galerkin approximations of the generalized Hamilton-Jacobi-Bellman equation
Automatica, 1997Randal Beard +2 more
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Hamilton-Jacobi equation for descriptor systems
Systems and Control Letters, 1993Hua Xu, Koichi Mizukami
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Limit of the infinite horizon discounted Hamilton-Jacobi equation
Discrete and Continuous Dynamical Systems - Series B, 2011Renato Iturriaga
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A feedback optimal control by Hamilton–Jacobi–Bellman equation
European Journal of Control, 2017Jinghao Zhu
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