Reconstruction of Schrödinger operators by the Dirichlet and half Neumann eigenvalues
摘要
In this paper we give a method for recovering the potential of a Schrödinger operator, defined on interval [0, 1], by the mixed data consisting of a full Dirichlet–Dirichlet spectrum, and a half Dirichlet–Neumann spectrum and the potential given a priori on [3/4, 1].