International audienceWe discuss the spectral properties of collisional semigroups associated to various models from transport theory by exploiting the links between the so-called resolvent approach and the semigroup approach. Precisely, we show that the essential spectrum of the full transport semigroup coincides with that of the collisionless transport semigroup in any Lp-spaces (
International audienceWe investigate the spectral properties of the time-dependent linear transport ...
AbstractThe stability of essential spectra of a closed, densely defined linear operator A on Lp-spac...
AbstractWe study the dynamical aspects of a general one space dimension two-phase nonlinear free bou...
International audienceWe discuss the spectral properties of collisional semigroups associated to var...
AbstractIn this paper we prove some compactness results for a large class of singular transport equa...
AbstractThe aim of this paper is to stimulate further work in the application of perturbation theore...
International audienceIn this paper we investigate the spectral properties of several (collisionless...
This paper gives a spectral approach to time asymptotics of collisionless transport semi-groups with...
AbstractThe paper is concerned with the spectral properties of the one-dimensional transport operato...
This dissertation is mainly devoted to spectral analysis of various neutron transport models. It is ...
Transport equation with partly smooth boundary conditions arising in growing cell populations is stu...
International audienceWe investigate the spectral properties of a class of weighted shift semigroups...
AbstractWe prove the well-posedness of the Cauchy problem governed by a linear mono-energetic singul...
AbstractFor very general generators of diffusion semigroups we show that the essential and absolutel...
AbstractThis paper is devoted to the investigation of the stability of the various essential spectra...
International audienceWe investigate the spectral properties of the time-dependent linear transport ...
AbstractThe stability of essential spectra of a closed, densely defined linear operator A on Lp-spac...
AbstractWe study the dynamical aspects of a general one space dimension two-phase nonlinear free bou...
International audienceWe discuss the spectral properties of collisional semigroups associated to var...
AbstractIn this paper we prove some compactness results for a large class of singular transport equa...
AbstractThe aim of this paper is to stimulate further work in the application of perturbation theore...
International audienceIn this paper we investigate the spectral properties of several (collisionless...
This paper gives a spectral approach to time asymptotics of collisionless transport semi-groups with...
AbstractThe paper is concerned with the spectral properties of the one-dimensional transport operato...
This dissertation is mainly devoted to spectral analysis of various neutron transport models. It is ...
Transport equation with partly smooth boundary conditions arising in growing cell populations is stu...
International audienceWe investigate the spectral properties of a class of weighted shift semigroups...
AbstractWe prove the well-posedness of the Cauchy problem governed by a linear mono-energetic singul...
AbstractFor very general generators of diffusion semigroups we show that the essential and absolutel...
AbstractThis paper is devoted to the investigation of the stability of the various essential spectra...
International audienceWe investigate the spectral properties of the time-dependent linear transport ...
AbstractThe stability of essential spectra of a closed, densely defined linear operator A on Lp-spac...
AbstractWe study the dynamical aspects of a general one space dimension two-phase nonlinear free bou...