We show the convergence of a certain family of Markov chains, defined on the state space of a N-particle system (as the Bird's method), to the solutions of the (regularized) Boltzmann equation
The Bird and Nanbu systems are particle systems used to approximate the solution of the mollied Bolt...
This paper gives a rigorous derivation of a new stochastic particle method for the Boltzmann equatio...
AbstractWe study a class of one-dimentional lattice gas models associated with discrete Boltzmann eq...
We show the convergence of a certain family of Markov chains, defined on the state space of a N-part...
We show that a regularized stationary Boltzmann equation with diffusive boundary conditions can be r...
A large system of particles is studied. Its time evolution is determined as the superposition of two...
A class of stochastic systems of particles with variable weights is studied. The corresponding empir...
International audienceWe consider a stochastic N-particle model for the spatially homogeneous Boltzm...
We study the asymptotic behaviour of a stochastic particle system that is determined by an independe...
The distribution of particles in a rarefied gas in a vessel can be described by the Boltzmann equati...
The distribution of particles in a rarefied gas in a vessel can be described by the Boltzmann equati...
This paper studies convergence of the stochastic weighted particle method for the Boltzmann equation...
The purpose of this paper is to illustrate that direct simulation Monte Carlo methods can often be c...
Two convergence results related to the approximation of the Boltzmann equation by discrete velocity ...
In this paper we are concerned with three typical aspects of the Monte Carlo approach. First there i...
The Bird and Nanbu systems are particle systems used to approximate the solution of the mollied Bolt...
This paper gives a rigorous derivation of a new stochastic particle method for the Boltzmann equatio...
AbstractWe study a class of one-dimentional lattice gas models associated with discrete Boltzmann eq...
We show the convergence of a certain family of Markov chains, defined on the state space of a N-part...
We show that a regularized stationary Boltzmann equation with diffusive boundary conditions can be r...
A large system of particles is studied. Its time evolution is determined as the superposition of two...
A class of stochastic systems of particles with variable weights is studied. The corresponding empir...
International audienceWe consider a stochastic N-particle model for the spatially homogeneous Boltzm...
We study the asymptotic behaviour of a stochastic particle system that is determined by an independe...
The distribution of particles in a rarefied gas in a vessel can be described by the Boltzmann equati...
The distribution of particles in a rarefied gas in a vessel can be described by the Boltzmann equati...
This paper studies convergence of the stochastic weighted particle method for the Boltzmann equation...
The purpose of this paper is to illustrate that direct simulation Monte Carlo methods can often be c...
Two convergence results related to the approximation of the Boltzmann equation by discrete velocity ...
In this paper we are concerned with three typical aspects of the Monte Carlo approach. First there i...
The Bird and Nanbu systems are particle systems used to approximate the solution of the mollied Bolt...
This paper gives a rigorous derivation of a new stochastic particle method for the Boltzmann equatio...
AbstractWe study a class of one-dimentional lattice gas models associated with discrete Boltzmann eq...
DOI
Add to ORKG