论文标题
跳跃条件的单数扩散操作员的半距离问题
A half-inverse problem for the singular diffusion operator with jump conditions
论文作者
论文摘要
在本文中，考虑跳跃条件的扩散操作员的一半逆光谱问题，取决于光谱参数和停止系数。研究了一半的问题，以确定霍卡斯塔德·利伯曼和杨Zettl方法的系数和边界值问题的两个潜在功能。我们表明，在整个间隔和边界中的参数上的两个电势函数可以从光谱中确定。
In this paper, half inverse spectral problem for diffusion operator with jump conditions dependent on the spectral parameter and discontinuoty coeffcient is considered. The half inverse problems is studied of determining the coeffcient and two potential functions of the boundary value problem its spectrum by Hocstadt- Lieberman and Yang-Zettl methods. We show that two potential functions on the whole interval and the parameters in the boundary and jump conditions can be determined from spectrum.
