Inverse spectral problems for Dirac operators with summable potentials
Abstract
The spectral properties of Dirac operators on (0,1) with potentials that belong entrywise to Lp(0,1), for some p∈[1,∞), are studied. The algorithm of reconstruction of the potential from two spectra or from one spectrum and the corresponding norming constants is established, and a complete solution of the inverse spectral problem is provided.
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