Uniqueness for an Inverse Quantum-Dirac Problem with Given Weyl Function

Abstract In this work, we consider a boundary value problem for q -Dirac equation. We prove orthogonality of the eigenfunctions, realness eigenvalues, and study asymptotic formulas eigenfunctions. show that eigenfunctions form complete system, obtain expansion formula with respect to derive Parseval’s equality. construct Weyl solution function. uniqueness theorem inverse