We 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 …

A resolvent approach to the stability of essential and critical spectra of perturbed C0-semigroups
on Hilbert spaces with applic Page 1 J.evol.equ. 7 (2007), 35–58 © 2006 Birkhäuser Verlag …

We investigate the spectral properties of the time‐dependent linear transport equation with
bounce‐back boundary conditions. A fine analysis of the spectrum of the streaming operator …

We consider a class of nonlinear Boltzmann equations describing return to thermal
equilibrium in a gas of colliding particles suspended in a thermal medium. We study …

This work deals with spectral mapping theorems for neutron transport semigroups in
unbounded geometries and L 1 setting. The mathematical analysis relies on harmonic …

These notes resume a lecture given in the Cimpa School “Evolutionary equations with
applications in natural sciences” held in South Africa (Muizenberg, July 22–August 2, 2013) …

Cette thèse porte principalement sur l'étude spectrale de divers modèles neutroniques. Elle
consiste en trois parties complémentaires. La première partie est consacrée aux problèmes …

In this paper we present a proof about the convergence of the 3D Nodal-LTSN Method in
order to solve the transport problem in a parallelepiped domain. For that, we define functions …

We show in this paper that the C0-groups governing neutron transport equations with
reflecting boundary conditions in slab geometry satisfy a weak spectral mapping theorem in …

On Some Measure Convolution Operators in Neutron Transport Theory | SpringerLink Skip to
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