DOIAbstract
AbstractA variational formulation is developed for boundary value problems described by operator equations (T+T∗)h=w(h) in some region V, subject to b(h) = 0 on the boundary of V
AbstractA variational formulation is developed for boundary value problems described by operator equations (T+T∗)h=w(h) in some region V, subject to b(h) = 0 on the boundary of V
AbstractA variational principle for a class of Hamiltonian boundary value problems is formulated. Co...
summary:Several variational principles are suggested, which are equivalent to initialvalue (Cauchy) ...
AbstractA variational formulation is established for a nonlinear two-point boundary value problem, a...
In this article, we establish a variational principle for a class of boundary-value problems with ...
AbstractA variational formulation is developed for boundary value problems described by operator equ...
ABSTRACT This paper provides a variational formalism for boundary value problems which arise in cert...
Necessary and sufficient conditions for the existence of integral variational principles for boundar...
AbstractA variational formulation of Hamiltonian boundary value problems is given. The results are i...
AbstractVariational principles associated with Komkov's class of boundary value problems are discuss...
We develop a new general purpose variational formulation, particularly suitable for solving boundary...
AbstractThis paper presents variational principles for equations Lψ = ƒ(ψ), where ƒ is a complex fun...
Variational methods for boundary integral equations deal with the weak formulations of boundary int...
AbstractThis paper presents variational and bivariational bounds associated with the linear equation...
One of the clearest available introductions to variational methods, this text requires only a minima...
In this paper, we investigate the existence of solution for differential systems involving a ϕ−Lapla...
AbstractA variational principle for a class of Hamiltonian boundary value problems is formulated. Co...
summary:Several variational principles are suggested, which are equivalent to initialvalue (Cauchy) ...
AbstractA variational formulation is established for a nonlinear two-point boundary value problem, a...
In this article, we establish a variational principle for a class of boundary-value problems with ...
AbstractA variational formulation is developed for boundary value problems described by operator equ...
ABSTRACT This paper provides a variational formalism for boundary value problems which arise in cert...
Necessary and sufficient conditions for the existence of integral variational principles for boundar...
AbstractA variational formulation of Hamiltonian boundary value problems is given. The results are i...
AbstractVariational principles associated with Komkov's class of boundary value problems are discuss...
We develop a new general purpose variational formulation, particularly suitable for solving boundary...
AbstractThis paper presents variational principles for equations Lψ = ƒ(ψ), where ƒ is a complex fun...
Variational methods for boundary integral equations deal with the weak formulations of boundary int...
AbstractThis paper presents variational and bivariational bounds associated with the linear equation...
One of the clearest available introductions to variational methods, this text requires only a minima...
In this paper, we investigate the existence of solution for differential systems involving a ϕ−Lapla...
AbstractA variational principle for a class of Hamiltonian boundary value problems is formulated. Co...
summary:Several variational principles are suggested, which are equivalent to initialvalue (Cauchy) ...
AbstractA variational formulation is established for a nonlinear two-point boundary value problem, a...
Add to ORKG