Inverse Problem for Interior Spectral Data of the Dirac Operator on a Finite Interval

In this paper the inverse problems for the Dirac operator on a finite interval are studied. A set of values of eigenfunctions in some internal point and spectrum are taken as a data. Uniqueness theorems are obtained. The approach that was used in the investigation of inverse problems for interior spectral data of the Sturm-Liouville operator is employed.