On a functional equation in mathematical kinetic theory
作者:
Luisa Arlotti,
期刊:
Transport Theory and Statistical Physics
(Taylor Available online 1997)
卷期:
Volume 26,
issue 6
页码: 639-660
ISSN:0041-1450
年代: 1997
DOI:10.1080/00411459708229328
出版商: Taylor & Francis Group
数据来源: Taylor
摘要:
A functional equation arising firom kinetic theory of dense gases is considered. The solutions to this equation represent the quillbrium distniutions for the revised Enskog Equation. Indeed, they make the Rdsiiois-Polewczak Liapounov fUncti0∼1 constant m time. The class of all the above mentioned distriiutions is completely characterized. This class is wider than that characterized by Risibois only consisting of the distributions which are periodic with respect to the space variable.
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