Abstract
We present an $L^1$-asymptotic completeness results for relativistic kinetic equations with short range interaction forces. We show that the uniform phase space-time bound for nonlinear terms to the relativistic nonlinear kinetic equations yields the asymptotic completeness of the relativistic kinetic equations. For this space-time bound, we employ dispersive estimates and explicit construction of a Lyapunov functional.
Citation
Seung-Yeal Ha. Yong Duck Kim. Ho Lee. Se Eun Noh. "Asymptotic Completeness for Relativistic Kinetic Equations with Short-range Interaction Forces." Methods Appl. Anal. 14 (3) 251 - 262, September 2007.
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