关于Landau方程的Cauchy问题的弱解的唯一性

On the uniqueness of weak solutions for Cauchy problem to Landau equation

本文研究非线性及空间非齐次Landau方程具有一般初值的Cauchy问题,证明在带多项式权的Sobolev空间中的一类弱解的唯一性.

In this paper,we study the Cauchy problem of the nonlinear and spatially inhomogeneous Landau equation with general initial values,and prove the uniqueness of a class of weak solutions in Sobolev spaces with polynomial weights.