The magnetized relativistic Boltzmann equation with a hard potential

Raoul Ayissi, Aubin Nana Mbajoun, R. Essono, R. M. Etoua
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Abstract

A global existence theorem and uniqueness of solution of the coupled spatially homogeneous relativistic Maxwell-Boltzmann system is proved, in a Bianchi type I spacetime back-ground, in a hard potential case. The proof relies in the use of a particular form of Povzner inequality. Mathematics Subject Classification: 83Cxx
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具有硬势的磁化相对论玻尔兹曼方程
在硬势条件下,在Bianchi型时空背景下,证明了耦合空间齐次相对论麦克斯韦-玻尔兹曼系统的整体存在性和解的唯一性。该证明依赖于使用一种特殊形式的Povzner不等式。数学学科分类:83Cxx
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