Add to ORKGGiven a solution of a high order Toda lattice we construct a one parameter family of new solutions. In our method, we use a set of B¨acklund transformations in such a way that each new generalized Toda solution is related to a generalized Volterra solution.Dirección General de Investigación, Ministerio de Educación y Ciencia, MTM2006-13000-C03-02; Universidad Politécnica de Madrid; Comunidad Autónoma de Madrid CCG06-UPM/MTM- 539; CMUC/FC
An exact formula for the solutions to the WDVV equation in terms of horizontal sections of the corre...
In this paper using Caputo fractional derivative approach, wepresent recent results on the existence...
AbstractWe consider the fully nonlinear integral systems involving Wolff potentials:(1){u(x)=Wβ,γ(vq...
Given a solution of a high order Toda lattice we construct a one parameter family of new solutions....
Se estudia la relación entre redes de Toda y sucesiones de polinomios dados por recuurencias a tres ...
It is well known that each solution of the Toda lattice can be represented by a tridiagonal matrix J...
It is well known that each solution of the Toda lattice can be represented by a tridiagonal matrix J...
AbstractThe aim of this article is to prove that, given two potential functionals Ψ1, Ψ2 on W1,2(Ω) ...
AbstractIn this paper we analyze the boundary behavior of the unique solution to the singular Dirich...
AbstractIn this paper, we study the existence of multiple positive solutions to some Hamiltonian ell...
AbstractWe study the existence of nodal solutions of the fourth-order two-point boundary value probl...
AbstractIn this paper, the unbounded solutions for the following nonlinear planar system: x′=a+y+−a−...
AbstractWe study the differentiability of very weak solutions v∈L1(Ω) of (v,L⋆φ)0=(f,φ)0 for all φ∈C...
AbstractThe singular nonlinear third-order periodic boundary value problem u″′+ρ3u=f(t,u),0⩽t⩽2π, wi...
In this paper we consider the following Toda system of equations on a compact surface: { -Delta u(1...
An exact formula for the solutions to the WDVV equation in terms of horizontal sections of the corre...
In this paper using Caputo fractional derivative approach, wepresent recent results on the existence...
AbstractWe consider the fully nonlinear integral systems involving Wolff potentials:(1){u(x)=Wβ,γ(vq...
Given a solution of a high order Toda lattice we construct a one parameter family of new solutions....
Se estudia la relación entre redes de Toda y sucesiones de polinomios dados por recuurencias a tres ...
It is well known that each solution of the Toda lattice can be represented by a tridiagonal matrix J...
It is well known that each solution of the Toda lattice can be represented by a tridiagonal matrix J...
AbstractThe aim of this article is to prove that, given two potential functionals Ψ1, Ψ2 on W1,2(Ω) ...
AbstractIn this paper we analyze the boundary behavior of the unique solution to the singular Dirich...
AbstractIn this paper, we study the existence of multiple positive solutions to some Hamiltonian ell...
AbstractWe study the existence of nodal solutions of the fourth-order two-point boundary value probl...
AbstractIn this paper, the unbounded solutions for the following nonlinear planar system: x′=a+y+−a−...
AbstractWe study the differentiability of very weak solutions v∈L1(Ω) of (v,L⋆φ)0=(f,φ)0 for all φ∈C...
AbstractThe singular nonlinear third-order periodic boundary value problem u″′+ρ3u=f(t,u),0⩽t⩽2π, wi...
In this paper we consider the following Toda system of equations on a compact surface: { -Delta u(1...
An exact formula for the solutions to the WDVV equation in terms of horizontal sections of the corre...
In this paper using Caputo fractional derivative approach, wepresent recent results on the existence...
AbstractWe consider the fully nonlinear integral systems involving Wolff potentials:(1){u(x)=Wβ,γ(vq...