Representation Results for Operators Generated by Quasi-Differential Multi-Interval System in a Hilbert Direct Sum Space
Maksim S. SokolovICTP Affiliated Center, Mechanics and Mathematics Department, National University of Uzbekistan, Tashkent 700095, Uzbekistan
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Abstract
We study the spectral structure of operators generated as direct sums of self-adjoint extensions of quasidifferential minimal operators on a multi-interval set (selfadjoint vector-operators). Special attention is given to the ordered spectral representation for such operators.
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