International audienceWe present an abstract convergence result for the xed point approximation of stationary Hamilton{Jacobi equations. The basic assumptions on the discrete operator are invariance with respect to the addition of constants, "-monotonicity and consistency. The result can be applied to various high-order approximation schemes which are illustrated in the paper. Several applications to Hamilton{Jacobi equations and numerical tests are presented
We consider a class of “filtered” schemes for first order time dependent Hamilton–Jacobi equations a...
Using systematically a tricky idea of N.V. Krylov, we obtain general results on the rate of converg...
AbstractEquations of Hamilton-Jacobi type arise in many areas of applications, including the calculu...
We present an abstract convergence result for the fixed point approximation of stationary Hamilton J...
Abstract: We present an abstract convergence result for the fixed point approximation of station-ary...
We present an abstract convergence result for the fixed point approximation of stationary Hamilton-J...
We extend the theory of Barles Jakobsen [3] for a class of almost monotone schemes to solve stationa...
We obtain non-symmetric upper and lower bounds on the rate of convergence of general monotone approx...
To appear in Differential Equations and ApplicationsInternational audienceWe consider approximation ...
To appear in Differential Equations and ApplicationsInternational audienceWe consider approximation ...
Abstract. Using systematically a tricky idea of N.V. Krylov, we obtain general results on the rate o...
To appear in Differential Equations and ApplicationsInternational audienceWe consider approximation ...
To appear in Differential Equations and ApplicationsInternational audienceWe consider approximation ...
We consider a numerical scheme for the one dimensional time dependent Hamilton--Jacobi equation in ...
In this note we study the convergence of monotone P1 finite element methods on unstructured meshes f...
We consider a class of “filtered” schemes for first order time dependent Hamilton–Jacobi equations a...
Using systematically a tricky idea of N.V. Krylov, we obtain general results on the rate of converg...
AbstractEquations of Hamilton-Jacobi type arise in many areas of applications, including the calculu...
We present an abstract convergence result for the fixed point approximation of stationary Hamilton J...
Abstract: We present an abstract convergence result for the fixed point approximation of station-ary...
We present an abstract convergence result for the fixed point approximation of stationary Hamilton-J...
We extend the theory of Barles Jakobsen [3] for a class of almost monotone schemes to solve stationa...
We obtain non-symmetric upper and lower bounds on the rate of convergence of general monotone approx...
To appear in Differential Equations and ApplicationsInternational audienceWe consider approximation ...
To appear in Differential Equations and ApplicationsInternational audienceWe consider approximation ...
Abstract. Using systematically a tricky idea of N.V. Krylov, we obtain general results on the rate o...
To appear in Differential Equations and ApplicationsInternational audienceWe consider approximation ...
To appear in Differential Equations and ApplicationsInternational audienceWe consider approximation ...
We consider a numerical scheme for the one dimensional time dependent Hamilton--Jacobi equation in ...
In this note we study the convergence of monotone P1 finite element methods on unstructured meshes f...
We consider a class of “filtered” schemes for first order time dependent Hamilton–Jacobi equations a...
Using systematically a tricky idea of N.V. Krylov, we obtain general results on the rate of converg...
AbstractEquations of Hamilton-Jacobi type arise in many areas of applications, including the calculu...