Sfoglia per Autore
Variational characterizations of the effective multiplication factor of a nuclear reactor core
2009-01-01 Bertrand Lods
Spectral properties of general advection operators and weighted translation semigroups
2009-01-01 B. Lods; M. Mokhtar-Kharroubi; M. Sbihi
Spectral analysis of transport equations with bounce-back boundary conditions.
2009-01-01 K. Latrach; B. Lods
Free Cooling and High-Energy Tails of Granular Gases with Variable Restitution Coefficient
2010-01-01 R. J. Alonso; B. Lods
UNIQUENESS IN THE WEAKLY INELASTIC REGIME OF THEEQUILIBRIUM STATE TO THE BOLTZMANN EQUATION DRIVENBY A PARTICLE BATH
2011-01-01 M. Bisi; J. A. Cañizo; B. Lods
On General Transport Equations with Abstract Boundary Conditions.The Case of Divergence Free Force Field
2011-01-01 Luisa Arlotti; Jacek Banasiak; Bertrand Lods
On Perturbed Substochastic Semigroups in Abstract State Spaces
2011-01-01 L. Arlotti; B. Lods; M. Mokhtar-Kharroubi
Uniqueness and regularity of steady states of the Boltzmann equation for viscoelastic hard-spheres driven by a thermal bath
2013-01-01 Alonso, Ricardo J.; Lods, Bertrand
Existence of self-similar profile for a kinetic annihilation model
2013-01-01 Bagland, V.; Lods, Bertrand
Two proofs of Haff’s law for dissipative gases: The use of entropy and the weakly inelastic regime.
2013-01-01 Ricardo J. Alonso; B. Lods
Exponential convergence to equilibrium for subcritical solutions of the Becker-Döring equations
2013-01-01 J. A. Canizo; B. Lods
Non-autonomous honesty theory for positive evolution families in abstract state spaces with applications to linear kinetic equations
2014-01-01 L. Arlotti; B. Lods; M. Mokhtar-Kharroubi
Transport semigroup associated to positive boundary conditions of unit norm: a Dyson-Phillips approach
2014-01-01 Luis, Arlotti; Lods, Bertrand
Boltzmann model for viscoelastic particles: asymptotic behavior, pointwise lower bounds and regularity
2014-01-01 Ricardo Alonso; Bertrand Lods
Uniqueness of the self-similar profile for a kinetic annihilation equation
2015-01-01 VERONIQUE BAGLAND; BERTRAND LODS
Information geometry formalism for the spatially homogeneous Boltzmann equation
2015-01-01 B. Lods; G. Pistone
Entropy dissipation estimates for the linear Boltzmann operator
2015-01-01 M. Bisi; J.A. Canizo; B. Lods
Exponential trend to equilibrium for the inelastic Boltzmann equation driven by a particle bath
2016-01-01 José, Canizo; Lods, Bertrand
TREND TO EQUILIBRIUM FOR THE BECKER–DÖRING EQUATIONS: AN ANALOGUE OF CERCIGNANI’S CONJECTURE
2017-01-01 José, Canizo; Amit, Einav; Lods, Bertrand
Convergence to equilibrium for linear spatially homogeneous Boltzmann equation with hard and soft potentials: a semigroup approach in L1-spaces.
2017-01-01 Bertrand Lods; Mustapha Mokhtar-Kharroubi
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