Pages that link to "Item:Q1116840"
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The following pages link to Global validity of the Boltzmann equation for a three-dimensional rare gas in vacuum (Q1116840):
Displaying 20 items.
- The propagation of chaos for a rarefied gas of hard spheres in the whole space (Q724360) (← links)
- From stochastic mechanics to the discrete Boltzmann equation: The Broadwell model (Q751928) (← links)
- Boltzmann-Grad limits for stochastic hard sphere models (Q984465) (← links)
- Rigorous validity of the Boltzmann equation for a thin layer of a rarefied gas (Q989405) (← links)
- The Boltzmann equation: global existence for a rare gas in an infinite vacuum (Q1080737) (← links)
- Global validity of the Boltzmann equation for a two-dimensional rare gas in vacuum (Q1087089) (← links)
- A cluster expansion approach to a one-dimensional Boltzmann equation: A validity result (Q1344271) (← links)
- Propagation of chaos for particle systems associated with discrete Boltzmann equation (Q1377447) (← links)
- On the mean free path for a periodic array of spherical obstacles. (Q1593375) (← links)
- Derivation of a non-autonomous linear Boltzmann equation from a heterogeneous Rayleigh gas (Q1661115) (← links)
- Global validity of the Boltzmann equation for two-and three-dimensional rare gas in vacuum: Erratum and improved result (Q1812536) (← links)
- Kinetic limits for a class of interacting particle systems (Q1908541) (← links)
- Small data existence for the Enskog equation in \(L^ 1\). (Q1963642) (← links)
- Equilibrium fluctuations for the discrete Boltzmann equation (Q1974822) (← links)
- Transport coefficients in the \(2\)-dimensional Boltzmann equation (Q2438125) (← links)
- Kinetic limits for pair-interaction driven master equations and biological swarm models (Q2836500) (← links)
- Modelling opinion formation by means of kinetic equations (Q3084765) (← links)
- On the number of collisions in a hard sphere particle system in all space (Q3210577) (← links)
- About Lanford's theorem in the half-space with specular reflection (Q6106897) (← links)
- Classical and quantum mechanical models of many-particle systems. Abstracts from the workshop held September 3--8, 2023 (Q6544496) (← links)
