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Information × Registration Number 0304U004082, 0103U004225 , R & D reports Title Model representations of the Lie algebras of linear nonself - adjoint and nonunitary operators; the discrete Lie groups popup.stage_title Системи лінійних операторів стиску. Негіпонормальні оператори Head Zolotarev V., Registration Date 20-03-2004 Organization Kharkov National University named after V.N.Karazin popup.description2 The object of research - dilations of systems of bounded contracting operators and singular models of nonhiponormal operators. The purpose of operation - construction of dilations of compression systems. Proof of the existence theorem and theorem on unitary equivalence. Construction of the singular models of nonhiponormal operators. Methods of research - functional analysis, theory of functions and theory of differential operators. Rieman - Hilbert problems, their applications. Keywords - functional model of systems of bounded operators, L. de Brange spaces, operators with the compact selfcommutator, singular model of operators that are close to normal ones. . Product Description popup.authors popup.nrat_date 2020-04-02 Close
R & D report
Model representations of the Lie algebras of linear nonself - adjoint and nonunitary operators; the discrete Lie groups
Head: Zolotarev V.. Model representations of the Lie algebras of linear nonself - adjoint and nonunitary operators; the discrete Lie groups. (popup.stage: Системи лінійних операторів стиску. Негіпонормальні оператори). Kharkov National University named after V.N.Karazin. № 0304U004082
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Updated: 2026-03-25


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