One class of normal differential operators and some of their spectral problems
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Abstract (EN)
In this study, firstly, the general representation of all normal extensions of formally normal minimal operator, generated by linear differential-operator expression of first, second and third-order with selfadjoint operator coefficients, is described in the Hilbert space of vector-functions in a finite interval in terms of boundary values in different versions.Then, some of spectral properties of these normal extensions are investigated. Additionally, the obtained results are supported by applications.
Author
Meltem Erol
How to Cite
Meltem Erol (Doctorate thesis). One class of normal differential operators and some of their spectral problems, 2011, Karadeniz Technical University.
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