Add to ORKGThis paper discuses some novel results concerning the wave action conservation law for multisymplectic partial differential equations and their discretizations We provide a method a deriving this conservation law in Fourier spectral space. A discrete wave action conservation law for a for multisymplectic box scheme and for the midpoint time-discretization of a spectral method is also derived (C) 2009 IMACS. Published by Elsevier B.V. All rights reserved
Abstract. Multi-symplectic methods have recently been proposed as a generalization of symplectic ODE...
A number of conservative PDEs, like various wave equations, allow for a multi-symplectic formulation...
Recently it has been shown that spectral discretizations provide another class of multi-symplectic i...
This paper discuses some novel results concerning the wave action conservation law for multisymplect...
textabstractIn this paper we discuss the conservation of wave action under numerical discretization ...
textabstractIn this paper we discuss the conservation of wave action under numerical discretization ...
A note on semi-discrete conservation laws and conservation of wave action by multisymplectic Runge-K...
In this paper we explore the local and global properties of multisymplectic discretizations based on...
In this paper we explore the local and global properties of multisymplectic discretizations based on...
Recent results on the local and global properties of multisymplectic discretizations of Hamiltonian ...
Recent results on the local and global properties of multisymplectic discretizations of Hamiltonian ...
Recent results on the local and global properties of multisymplectic discretizations of Hamiltonian ...
In this note we show that multisymplectic Runge-Kutta box schemes, of which the Gauss-Legendre metho...
A new multi-symplectic formulation of constrained Hamiltonian partial differential equations is pres...
textabstractMultisymplectic methods have recently been proposed as a generalization of symplectic OD...
Abstract. Multi-symplectic methods have recently been proposed as a generalization of symplectic ODE...
A number of conservative PDEs, like various wave equations, allow for a multi-symplectic formulation...
Recently it has been shown that spectral discretizations provide another class of multi-symplectic i...
This paper discuses some novel results concerning the wave action conservation law for multisymplect...
textabstractIn this paper we discuss the conservation of wave action under numerical discretization ...
textabstractIn this paper we discuss the conservation of wave action under numerical discretization ...
A note on semi-discrete conservation laws and conservation of wave action by multisymplectic Runge-K...
In this paper we explore the local and global properties of multisymplectic discretizations based on...
In this paper we explore the local and global properties of multisymplectic discretizations based on...
Recent results on the local and global properties of multisymplectic discretizations of Hamiltonian ...
Recent results on the local and global properties of multisymplectic discretizations of Hamiltonian ...
Recent results on the local and global properties of multisymplectic discretizations of Hamiltonian ...
In this note we show that multisymplectic Runge-Kutta box schemes, of which the Gauss-Legendre metho...
A new multi-symplectic formulation of constrained Hamiltonian partial differential equations is pres...
textabstractMultisymplectic methods have recently been proposed as a generalization of symplectic OD...
Abstract. Multi-symplectic methods have recently been proposed as a generalization of symplectic ODE...
A number of conservative PDEs, like various wave equations, allow for a multi-symplectic formulation...
Recently it has been shown that spectral discretizations provide another class of multi-symplectic i...