Inverse spectral problems for Bessel operators with interior transmission conditions
The authors consider the inverse spectral problems for the Bessel operators on the unit interval subject to a class of discontinuity conditions. They show that either the eigenvalues and the corresponding norming constants or two sets of eigenvalues for different boundary conditions uniquely determine the potential, the angular-momentum quantum number, the boundary conditions, and the discontinuity conditions.
scientific article; zbMATH DE number 7389227
scientific article