Half-Inverse Problem For Dirac Operator With Boundary And Transmission Conditions Dependent Spectral Parameter Polynomially

Abstract

In this paper, half-inverse problem is considered for Dirac equations with boundary and finite number of transmission conditions depending polynomially on the spectral parameter, if the potential is given over the half of the considered interval and if one spectrum is known then, potential function Ω(x) on the whole interval and the other coefficients of the considered problem can be determined uniquely.