论文标题

涉及边界上具有奇异性的强力电势的非均匀方程的解决方案

Solutions of nonhomogeneous equations involving Hardy potentials with singularities on the boundary

论文作者

Chen, Huyuan, Quaas, Axander, Zhou, Feng

论文摘要

在本文中,我们为椭圆方程的解提供了一种新的分布身份,该椭圆方程的解涉及位于域边界上的具有奇异性的硬度电势。然后,我们使用它来获得非均匀问题的边界分离的单数解。

In this paper, we present a new distributional identity for the solutions of elliptic equations involving Hardy potentials with singularities located on the boundary of the domain. Then we use it to obtain the boundary isolated singular solutions of nonhomogeneous problems.

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