一类退化型Schrodinger方程解的连续性

The Continuity of the Solution for a Class of Degenerate Schrodinger Equations

该文通过一种基本的分析方法 ,得到了一类退化型 Schrodinger方程解的连续性结果 ,方程的类型为 :Lu+ vu=( fi) xi,其中 L为一退化椭圆算子 ,v属于某一 Kato类的类比 ,而 fi 属于某一加权 Lp 空间 .

The continuity of the solutions of a class of degenerate Schrodinger equation is obtained. The form of the equation is: Lu+vu=(f-i)-{x-i}, where L is a degenerate elliptic operator, v belongs to the analogy of the Kato class, and f-i belongs to some weighted L+p space.