Mohammed Lemou
Mohammed Lemou
Home
Talks
Publications
Contact
Light
Dark
Automatic
article-journal
Analysis of an asymptotic preserving scheme for linear kinetic equations in the diffusion limit
Jian-Guo Liu
,
Luc Mieussens
Cite
DOI
URL
Evaporation law in kinetic gravitational systems described by simplified Landau models
Pierre Carcaud
,
Pierre-Henri Chavanis
,
Mohammed Lemou
,
Florian Méhats
Cite
DOI
URL
Relaxed micro-macro schemes for kinetic equations
Mohammed Lemou
Cite
DOI
URL
A new variational approach to the stability of gravitational systems
Mohammed Lemou
,
Florian Méhats
,
Pierre Raphael
Cite
DOI
URL
An asymptotic preserving scheme for the Kac model of the Boltzmann equation in the diffusion limit
Mounir Bennoune
,
Mohammed Lemou
,
Luc Mieussens
Cite
DOI
URL
Stable ground states for the relativistic gravitational Vlasov-Poisson system
Mohammed Lemou
,
Florian Méhats
,
Pierre Raphael
Cite
DOI
URL
A new asymptotic preserving scheme based on micro-macro formulation for linear kinetic equations in the diffusion limit
Mohammed Lemou
,
Luc Mieussens
Cite
DOI
URL
Stable self-similar blow up dynamics for the three dimensional relativistic gravitational Vlasov-Poisson system
Mohammed Lemou
,
Florian Méhats
,
Pierre Raphael
Cite
DOI
URL
Structure of the linearized gravitational Vlasov-Poisson system close to a polytropic ground state
Mohammed Lemou
,
Florian Méhats
,
Pierre Raphael
Cite
DOI
URL
The orbital stability of the ground states and the singularity formation for the gravitational Vlasov Poisson system
Mohammed Lemou
,
Florian Méhats
,
Pierre Raphael
Cite
DOI
URL
«
»
Cite
×