摘要
In this paper the author proves that the Phragmen Lindelof principle holds for solutions of elliptic equation (1) with nonstandard growth conditions.
In this paper the author proves that the Phragmen Lindelof principle holds for solutions of elliptic equation (1) with nonstandard growth conditions.
关键词
无界区域
非标准增长条件
椭圆型方程
解
nonstandard growth conditions
anisotropy Sobolev space
elliptic equation
generalized solution
Phragmen Lindelof principle
