Boundary regularity for the non cut-off Boltzmann and Landau equations on general bounded domains
Boundary regularity for the non cut-off Boltzmann and Landau equations on general bounded domains
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Quoc-Hung Nguyen, Chinese Academy of Sciences
Fine Hall 314
In this talk, I will discuss regularity criteria of the Prodi-Serrin-Ladyzhenskaya type and some optimal boundary regularities for the non cut-off Boltzmann and Landau equations on gerenal bounded domains with any of the usual physical boundary conditions: in-flow, bounce-back, specular-reflection and diffuse-reflection.