We consider Schr\"odinger operators with smooth periodic potentials in Euclidean spaces of dimension bigger than 1 and prove a uniform lower bound on the density of states for large values of the spectral parameter
We extend some recent results of Lubinsky, Levin, Simon, and Totik from measures with compact suppo...
AbstractOur goal is to show that large classes of Schrödinger operatorsH=−Δ+VinL2(Rd) exhibit interv...
SIGLEAvailable from CEN Saclay, Service de Documentation, 91191 Gif-sur-Yvette Cedex (France) / INIS...
Abstract. We consider a perturbation of a periodic Shrödinger operator P0 by a potential W (hx), (h...
Abstract. We establish bounds on the density of states measure for Schrödinger operators. These are...
We study spectra of Schrödinger operators on R d. First we consider a pair of operators which differ...
We study two topics in the theory of Schr\"odinger operators:1. We establish bounds on the density o...
This document overlap with a previous prepublication, hal-02497879v1, but contains several improveme...
ABSTRACT. We prove estimates on the Hölder exponent of the density of states measure for discrete S...
We compute an explicit formula for the integrated density of states of the periodic Airy-Schrödinger...
In this thesis, we are interested in the study of the integrated density of surface states of the al...
We consider a periodic pseudo-differential operator on the real line, which is a lower-order perturb...
We consider Schrödinger operators Hα given by equation (1.1) below. We study the asymptoti...
The domain of this thesis is included in the general theory of discrete one dimensional random opera...
We extend some recent results of Lubinsky, Levin, Simon, and Totik from measures with compact suppo...
We extend some recent results of Lubinsky, Levin, Simon, and Totik from measures with compact suppo...
AbstractOur goal is to show that large classes of Schrödinger operatorsH=−Δ+VinL2(Rd) exhibit interv...
SIGLEAvailable from CEN Saclay, Service de Documentation, 91191 Gif-sur-Yvette Cedex (France) / INIS...
Abstract. We consider a perturbation of a periodic Shrödinger operator P0 by a potential W (hx), (h...
Abstract. We establish bounds on the density of states measure for Schrödinger operators. These are...
We study spectra of Schrödinger operators on R d. First we consider a pair of operators which differ...
We study two topics in the theory of Schr\"odinger operators:1. We establish bounds on the density o...
This document overlap with a previous prepublication, hal-02497879v1, but contains several improveme...
ABSTRACT. We prove estimates on the Hölder exponent of the density of states measure for discrete S...
We compute an explicit formula for the integrated density of states of the periodic Airy-Schrödinger...
In this thesis, we are interested in the study of the integrated density of surface states of the al...
We consider a periodic pseudo-differential operator on the real line, which is a lower-order perturb...
We consider Schrödinger operators Hα given by equation (1.1) below. We study the asymptoti...
The domain of this thesis is included in the general theory of discrete one dimensional random opera...
We extend some recent results of Lubinsky, Levin, Simon, and Totik from measures with compact suppo...
We extend some recent results of Lubinsky, Levin, Simon, and Totik from measures with compact suppo...
AbstractOur goal is to show that large classes of Schrödinger operatorsH=−Δ+VinL2(Rd) exhibit interv...
SIGLEAvailable from CEN Saclay, Service de Documentation, 91191 Gif-sur-Yvette Cedex (France) / INIS...