We discuss the effectiveness of multi-value numerical methods in the numerical treatment of Hamiltonian problems. Multi-value (or general linear) methods ...
Abstract. We discuss the effectiveness of multi-value numerical methods in the numerical treatment of Hamiltonian problems. Multi-value (or general linear) ...
We discuss the effectiveness of multi-value numerical methods in the numerical treatment of Hamiltonian problems. Multi-value (or general linear) methods extend ...
We discuss the effectiveness of multi-value numerical methods in the numerical treatment of Hamiltonian problems. Multi-value (or general linear) methods extend ...
Bibliographic details on Multi-value Numerical Methods for Hamiltonian Systems.
The purpose of this paper is the derivation of multivalue numerical methods for. Hamiltonian problems. It is known from the literature that such methods ...
FVM for hyperbolic and parabolic equations and FEM for elliptic equations when applied to linear homogenization problems. • FDM for selected dynamical systems ...
Feb 28, 2013 · The purpose of this paper is the derivation of multivalue numerical methods for Hamiltonian problems. It is known from the literature that ...
The paper is focused on the analysis of parasitism for multivalue numerical methods intended as geometric numerical integrators for Hamiltonian problems.
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This paper is concerned with the numerical solution of Hamiltonian problems, by means of nearly conservative multivalue numerical methods.