|Journal||Advances in Difference Equations|
|Presented by||University of Kashan|
|Paper Type||Full Paper|
|Journal Country||United Kingdom|
|Journal Index||ISI (Springer)|
This paper is devoted to studying a q-analog of the singular Dirac problem. First, we investigate some spectral properties of the problem. Then we prove the existence of a spectral function and establish a Parseval’s equality, for the singular q-Dirac system in a Hilbert space. Although there were given some results for this type of problem, we think that Parseval’s equality has not been studied yet.