Bất đẳng thức kiểu Morrey cho các hàm có giá trị trung bình bằng 0

Tóm tắt

In the present article, we study a Morrey-type inequality for Sobolev functions of mean value zero. The constant in our paper is smaller than the existing one in the literature. Then we study further an application of the Morrey-type inequality for the weak convergence of solutions to p-Laplace equations with a Neumann boundary condition as