AbstractWe derive several estimates for Boltzmann's collision operator in terms of Fisher's information. In particular, we prove that Fisher's information is decreasing along solutions of the Boltzmann equation with Maxwellian cross-section, in any dimension of velocity space, thus generalizing results by G. Toscani, E. Carlen and M. Carvalho
The Maxwell-Boltzmann (MB) probability factor exp(-.5mvv/T) where T is temperature may be derived th...
AbstractIn the case of Maxwellian molecules, the Wild summation formula gives an expression for the ...
AbstractWe consider the n-dimensional space homogeneous Boltzmann equation for elastic collisions fo...
. We derive several estimates for Boltzmann's collision operator in terms of Fisher's info...
AbstractWe derive several estimates for Boltzmann's collision operator in terms of Fisher's informat...
AbstractAn inequality which guarantees that both the gain and the loss term in the collision integra...
AbstractIn this paper, we are interested in the Lp-estimates of the Boltzmann equation in the case t...
In this paper we prove the smooth dependence of the solution of a phenomenological generalized Bolt...
In classical mechanics, it is often argued that the Maxwell-Boltzmann distribution may be obtained b...
The present work provides a definitive answer to the problem of quantifying relaxation to equilibri...
We present new estimates of the Boltzmann collision operator in weighted Lebesgue and Bessel potenti...
We study the regularity of kinetic equations of Boltzmann type. We use essentielly Littlewood-Paley ...
This paper considers the time- and space-dependent linear Boltzmann equation for elastic or inelasti...
The present work provides a definitive answer to the problem of quantifying relaxation to equilibriu...
In the case of Maxwellian molecules, the Wild summation formula gives an expression for the solution...
The Maxwell-Boltzmann (MB) probability factor exp(-.5mvv/T) where T is temperature may be derived th...
AbstractIn the case of Maxwellian molecules, the Wild summation formula gives an expression for the ...
AbstractWe consider the n-dimensional space homogeneous Boltzmann equation for elastic collisions fo...
. We derive several estimates for Boltzmann's collision operator in terms of Fisher's info...
AbstractWe derive several estimates for Boltzmann's collision operator in terms of Fisher's informat...
AbstractAn inequality which guarantees that both the gain and the loss term in the collision integra...
AbstractIn this paper, we are interested in the Lp-estimates of the Boltzmann equation in the case t...
In this paper we prove the smooth dependence of the solution of a phenomenological generalized Bolt...
In classical mechanics, it is often argued that the Maxwell-Boltzmann distribution may be obtained b...
The present work provides a definitive answer to the problem of quantifying relaxation to equilibri...
We present new estimates of the Boltzmann collision operator in weighted Lebesgue and Bessel potenti...
We study the regularity of kinetic equations of Boltzmann type. We use essentielly Littlewood-Paley ...
This paper considers the time- and space-dependent linear Boltzmann equation for elastic or inelasti...
The present work provides a definitive answer to the problem of quantifying relaxation to equilibriu...
In the case of Maxwellian molecules, the Wild summation formula gives an expression for the solution...
The Maxwell-Boltzmann (MB) probability factor exp(-.5mvv/T) where T is temperature may be derived th...
AbstractIn the case of Maxwellian molecules, the Wild summation formula gives an expression for the ...
AbstractWe consider the n-dimensional space homogeneous Boltzmann equation for elastic collisions fo...
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