This paper is devoted to the study of some regularity properties of the solution to the non cutoff Kac equation. By introducing suitable Lyapunov functionals we prove that the solution to the non cutoff Kac equation converges to equilibrium in various Sobolev spaces.
Regularity results for the non cut-off Kac equation
PARESCHI, Lorenzo
1996
Abstract
This paper is devoted to the study of some regularity properties of the solution to the non cutoff Kac equation. By introducing suitable Lyapunov functionals we prove that the solution to the non cutoff Kac equation converges to equilibrium in various Sobolev spaces.File in questo prodotto:
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