Inverse spectral problems for impulsive Dirac operators with spectral parameters contained in the boundary and discontinuity conditions polynomially
Abstract
An inverse spectral problem is studied for Dirac operators with discontinuities in the case when an spectral parameter appears not only in the differential equation but also in the one of boundary condition and jump conditions, polynomially.
Source
NEURAL COMPUTING & APPLICATIONSVolume
23Issue
5Collections
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