Blanchard P, STUBBE J, REZENDE J. NEW ESTIMATES ON THE NUMBER OF BOUND-STATES OF SCHRODINGER-OPERATORS. LETTERS IN MATHEMATICAL PHYSICS. 1987;14(3):215-225
We introduce new coherent states and use them to prove semi-classical estimates for Schr\"o...
A derivative nonlinear Schrödinger model is shown to support localized N-body bound states for sever...
We give an overview of recent results on Lieb-Robinson bounds and some of their application...
: The number of bound states of the one-dimensional Schrodinger equation is analyzed in terms of the...
Abstract. We establish bounds on the density of states measure for Schrödinger operators. These are...
A derivative nonlinear Schrödinger model is shown to support localized N-body bound states for sever...
We consider a non-relativistic, time independent quantum mechanical system consisting of a finite nu...
It is well-known that for usual Schrödinger operators weakly coupled bound states exist in dimension...
We consider Schr\"odinger operators with smooth periodic potentials in Euclidean spaces of dimension...
Using Bethe ansatz we study N-body bound states of a generalized nonlinear Schrodinger model with tw...
AbstractFor Jacobi matrices with an=1+(−1)nαn−γ, bn=(−1)nβn−γ, we study bound states and the Szegő c...
The discrete Schrodinger operator is considered on the half-line lattice $n\in \{1,2,3,\dots\}$ wit...
I apply a recently developed method for bound states in quantum field theory to pairs of Weyl fermio...
AbstractThis paper is concerned with the eigenvalue problem (−Δ+V(x))u=λuon Ω andu|∂Ω=0, where Ω is ...
Using Bethe ansatz we study N-body bound states of a generalized nonlinear Schrödinger model with tw...
We introduce new coherent states and use them to prove semi-classical estimates for Schr\"o...
A derivative nonlinear Schrödinger model is shown to support localized N-body bound states for sever...
We give an overview of recent results on Lieb-Robinson bounds and some of their application...
: The number of bound states of the one-dimensional Schrodinger equation is analyzed in terms of the...
Abstract. We establish bounds on the density of states measure for Schrödinger operators. These are...
A derivative nonlinear Schrödinger model is shown to support localized N-body bound states for sever...
We consider a non-relativistic, time independent quantum mechanical system consisting of a finite nu...
It is well-known that for usual Schrödinger operators weakly coupled bound states exist in dimension...
We consider Schr\"odinger operators with smooth periodic potentials in Euclidean spaces of dimension...
Using Bethe ansatz we study N-body bound states of a generalized nonlinear Schrodinger model with tw...
AbstractFor Jacobi matrices with an=1+(−1)nαn−γ, bn=(−1)nβn−γ, we study bound states and the Szegő c...
The discrete Schrodinger operator is considered on the half-line lattice $n\in \{1,2,3,\dots\}$ wit...
I apply a recently developed method for bound states in quantum field theory to pairs of Weyl fermio...
AbstractThis paper is concerned with the eigenvalue problem (−Δ+V(x))u=λuon Ω andu|∂Ω=0, where Ω is ...
Using Bethe ansatz we study N-body bound states of a generalized nonlinear Schrödinger model with tw...
We introduce new coherent states and use them to prove semi-classical estimates for Schr\"o...
A derivative nonlinear Schrödinger model is shown to support localized N-body bound states for sever...
We give an overview of recent results on Lieb-Robinson bounds and some of their application...
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