论文标题
与长距离相互作用的单变性气体混合物的统计矩和集成性特性
Statistical moments and integrability properties of monatomic gas mixtures with long range interactions
论文作者
论文摘要
本文档介绍了与统计矩和集成性属性有关的先验估计，用于使用均匀的玻尔兹曼方程建模具有远距离相互作用的硬质玻尔兹曼方程的系统解决方案。我们详细介绍了多项式和指数力矩的产生和传播的条件，以及Lebesgue空间中的可集成性。
This document presents a priori estimates related to statistical moments and integrability properties for solutions of systems of monatomic gas mixtures modelled with the homogeneous Boltzmann equation with long range interactions for hard potentials. We detail the conditions for the generation and propagation of polynomial and exponential moments, and the integrability in Lebesgue spaces.
