In this conference proceeding's paper we summarize some recent investigations on a scattering system given by the Neumann Laplacian on the discrete half-space perturbed by a periodic potential at the boundary. This material is borrowed from a joint paper [9] with H.S. Nguyen and R. Tiedra de Aldecoa. For more precise statements and details, we refer to this reference
The behaviour of the spectral edges (embedded eigenvalues and resonances) is discussed at the two en...
International audienceWe study the eigenpairs of a model Schrödinger operator with a quadratic poten...
In this paper we investigate the spectral and scattering theory for operators acting on topological ...
We present a detailed study of the scattering system given by the Neumann Laplacian on the discrete ...
International audienceFor the scattering system given by the Laplacian in a half-space with a period...
We study the discrete Schrödinger operator H in Zd with the surface quasi periodic potential V (x) ...
39International audienceIn this paper we investigate the spectral and the scattering theory of Schrö...
We consider the one dimensional discrete Schrödinger operator h = h_0 + V on the full line and half ...
We prove that the periodic layer potentials for the Laplace operator depend real analytically on the...
We consider the one-dimensional discrete Schr\"odinger operator with complex-valued sparse periodic ...
We make a spectral analysis of discrete Schrödinger operators on the half-line, subject to complex R...
We study the potential, scattering, and spectral theory associated with boundary value problems for ...
AbstractWe study the potential, scattering, and spectral theory associated with boundary value probl...
In this paper we discuss several examples of Schrödinger operators describing a particle confined to...
We consider two different approaches of continuum limit problems of Schrödinger operators H = -Δ + V...
The behaviour of the spectral edges (embedded eigenvalues and resonances) is discussed at the two en...
International audienceWe study the eigenpairs of a model Schrödinger operator with a quadratic poten...
In this paper we investigate the spectral and scattering theory for operators acting on topological ...
We present a detailed study of the scattering system given by the Neumann Laplacian on the discrete ...
International audienceFor the scattering system given by the Laplacian in a half-space with a period...
We study the discrete Schrödinger operator H in Zd with the surface quasi periodic potential V (x) ...
39International audienceIn this paper we investigate the spectral and the scattering theory of Schrö...
We consider the one dimensional discrete Schrödinger operator h = h_0 + V on the full line and half ...
We prove that the periodic layer potentials for the Laplace operator depend real analytically on the...
We consider the one-dimensional discrete Schr\"odinger operator with complex-valued sparse periodic ...
We make a spectral analysis of discrete Schrödinger operators on the half-line, subject to complex R...
We study the potential, scattering, and spectral theory associated with boundary value problems for ...
AbstractWe study the potential, scattering, and spectral theory associated with boundary value probl...
In this paper we discuss several examples of Schrödinger operators describing a particle confined to...
We consider two different approaches of continuum limit problems of Schrödinger operators H = -Δ + V...
The behaviour of the spectral edges (embedded eigenvalues and resonances) is discussed at the two en...
International audienceWe study the eigenpairs of a model Schrödinger operator with a quadratic poten...
In this paper we investigate the spectral and scattering theory for operators acting on topological ...