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Information × Registration Number 0302U001581, 0100U003349 , R & D reports Title Spectral analysis, model representations of linear operators in Hilbert spaces and their usage in the theory of dynamical systems and the theory of differential equations popup.stage_title Побудова дилатацій комутативних систем операторів стиску. Дилатації гіпонормальних операторів Head Zolotar'ov V., Registration Date 27-03-2002 Organization Kharkov National University named after V.N.Karazin popup.description2 Object of research - functional models limited nedisipativnh of operators and space of holomorphic functions with the ordered features on a real axis . The purposes of operation - construction of singular integral model of the operator with the compact self-commutator. Learning giponormal of a metric site. Construction of the mosaic and the prinsipal function Pinkysa. Methods of research - functional analysis, theory of functions and theory of differential operators. Introduction of concept giponormal of a metric site. Decomposition of the operator in the orthogonal sum normal and completely of abnormal operators. Product Description popup.authors popup.nrat_date 2020-04-02 Close
R & D report
Head: Zolotar'ov V.. Spectral analysis, model representations of linear operators in Hilbert spaces and their usage in the theory of dynamical systems and the theory of differential equations. (popup.stage: Побудова дилатацій комутативних систем операторів стиску. Дилатації гіпонормальних операторів). Kharkov National University named after V.N.Karazin. № 0302U001581
1 documents found

Updated: 2026-03-27