Quantitative uniform propagation of chaos for maxwell molecules
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2018Metadata
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Cortez, Roberto
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Quantitative uniform propagation of chaos for maxwell molecules
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We prove propagation of chaos at explicit polynomial rates in Wasserstein distance for Kac's N-particle system associated with the spatially homogeneous Boltzmann equation for Maxwell molecules. Our approach is mainly based on novel probabilistic coupling techniques. Combining them with recent stabilization results for the particle system we obtain, under suitable moments assumptions on the initial distribution, a uniform-in-time estimate of order almost for
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BASAL-Conicyt Center for Mathematical Modeling (CMM)
Mecesup UCH0607
ICM Millennium Nucleus
NC120062
Fondecyt Postdoctoral Proyect
3160250
Fondecyt
1150570
BASAL-Conicyt CMM
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Commun. Math. Phys. 357, 913–941 (2018)
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