Efficient methods using high accuracy approximate inertial manifolds
We extend the idea of the post-processing Galerkin method, in the context of dissipative
evolution equations, to the nonlinear Galerkin, the filtered Galerkin, and the filtered …
evolution equations, to the nonlinear Galerkin, the filtered Galerkin, and the filtered …
[PDF][PDF] Efficient methods using high accuracy approximate inertial manifolds
J Novo, ES Titi, S Wynne - Numer. Math, 2001 - researchgate.net
We extend the idea of the post-processing Galerkin method, in the context of dissipative
evolution equations, to the nonlinear Galerkin, the filtered Galerkin, and the filtered …
evolution equations, to the nonlinear Galerkin, the filtered Galerkin, and the filtered …
Efficient methods using high accuracy approximate inertial manifolds
J Novo, ES Titi, S Wynne - Numerische Mathematik, 2001 - elibrary.ru
We extend the idea of the post-processing Galerkin method, in the context of dissipative
evolution equations, to the nonlinear Galerkin, the filtered Galerkin, and the filtered …
evolution equations, to the nonlinear Galerkin, the filtered Galerkin, and the filtered …
Efficient methods using high accuracy approximate inertial manifolds
J Novo, ES Titi, S Wynne - Numerische Mathematik, 2000 - infona.pl
We extend the idea of the post-processing Galerkin method, in the context of dissipative
evolution equations, to the nonlinear Galerkin, the filtered Galerkin, and the filtered …
evolution equations, to the nonlinear Galerkin, the filtered Galerkin, and the filtered …
Efficient methods using high accuracy approximate inertial manifolds
J Novo, ES Titi, S Wynne - Numerische Mathematik, 2001 - weizmann.elsevierpure.com
We extend the idea of the post-processing Galerkin method, in the context of dissipative
evolution equations, to the nonlinear Galerkin, the filtered Galerkin, and the filtered …
evolution equations, to the nonlinear Galerkin, the filtered Galerkin, and the filtered …
[引用][C] Efficient methods using high accuracy approximate inertial manifolds
J NOVO, ES TITI, S WYNNE - Numerische Mathematik, 2001 - pascal-francis.inist.fr
Efficient methods using high accuracy approximate inertial manifolds CNRS Inist Pascal-Francis
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