On the reconstruction of an integro-differential Dirac operator with parameter-dependent nonlocal integral boundary conditions from the nodal data

Authors

BAKI KESKINFollow
YU PING WANGFollow

Abstract

We consider the integro-differential Dirac operator with parameter-dependent nonlocal integral boundary conditions. We derive the asymptotic expressions for the eigenvalues and the zeros of eigenfunctions (nodal points or nodes) and develop a constructive procedure for solving the inverse nodal problem for this operator.

DOI

10.55730/1300-0098.3502

Keywords

Integro-differential Dirac operators, inverse nodal problem, nonlocal integral boundary conditions

First Page

210

Last Page

220

Recommended Citation

KESKIN, B, & WANG, Y (2024). On the reconstruction of an integro-differential Dirac operator with parameter-dependent nonlocal integral boundary conditions from the nodal data. Turkish Journal of Mathematics 48 (2): 210-220. https://doi.org/10.55730/1300-0098.3502