可压 Navier-Stokes-Poisson 方程组强解的整体存在性

摘要

This paper investigates the NSP equations can be pressed in the global existence of strong solution. Because of the initial data belong to different space, the NSP equations of strong global existence of solution is also different.%主要考察了可压NSP方程组强解的整体存在性。由于初始数据属于不同的空间， NSP方程组强解的整体存在性也有所不同。