The direct spectral problem for Paley-Wiener canonical systems is solved by recovering the spectral measure from step-function Hamiltonian data, with a convergence result for real Dirac systems.
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Direct spectral problems for Paley-Wiener canonical systems
The direct spectral problem for Paley-Wiener canonical systems is solved by recovering the spectral measure from step-function Hamiltonian data, with a convergence result for real Dirac systems.