一类具有不正则障碍的椭圆型双相问题的Calderón-Zygmund估计

Calderón-Zygmund Estimates for a Class of Elliptic Double Phase Problems with Irregular Obstacles

本文主要研究一类具有不正则障碍的椭圆型双相问题,通过比较估计并利用迭代覆盖等方法,获得了该问题在最小正则性要求下的Calderón-Zygmund估计.

A class of elliptical double phase problems with irregular obstacles is concerned,and the Calderón-Zygmund estimates of the problem under the minimum regularity requirement are obtained by comparing estimates and using methods such as iterative coverage.