具反射边界条件的非自伴非紧的抽象边值问题

The Abstract Boundary Value Problem of Non- selfadjoint and Non-compact Operator with Reflective Boundary Condition

研究具反射边界条件,非自伴非紧算子的抽象边界问题,证明了它等价一个Wiener-Hopf方程,并证明了方程的适定性.

In this paper, the abstract boundary value problem of non-selfadjoint and non-compact operator with reflective boundary condition is studied. It is obtained that the this kind of problems is equal to a Wiener-Hopf equation and the well poset problem of the abstract boundary value is proved.