From hypoellipticity for operators with double characteristics to semi-classical analysis of magnetic Schr¨odinger operators. in honor of Johannes Sj¨ostrand.

As for the Ginzburg-Landau functional in superconductivity, this question is closely related to the analysis of the lowest eigenvalue µ(qn) of the Neumann realization of the

For the analysis of the spectrum of the Neumann realization of the Schr¨odinger operator with constant magnetic field S B in R 2,+ , we start like in the case of R 2 till (4.8)..

For the analysis of the spectrum of the Neumann realization of the Schr¨odinger operator with constant magnetic field S B in R 2,+ , we start like in the case of R 2 till (3.8)..

Semiclassical spectral asymptotics for a two-dimensional magnetic Schr¨ odinger operator: The case of discrete

Although semi-classical methods can be applied to many problems, we choose to remain quite close in this short presentation to the initial goals of the theory, that is the

Semiclassical spectral asymptotics for a two-dimensional magnetic Schr¨ odinger operator: The case of discrete wells Volume in honor of

In the last decade, the specialists in semi-classical analysis get new spectral questions for the Schr¨ odinger operator with magnetic field coming from Physics : more specifically

Abstract Some questions in the theory of Liquid crystals Spectral Theory for Schr¨ odinger with magnetic field Bibliography.. Spectral theory for magnetic Schr¨ odinger operators