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Information × Registration Number 0301U002125, 0198U005792 , R & D reports Title Operator methods in linear hydrodinamics and related topics in theory of operator functions. popup.stage_title Операторные уравнения, порожденные проблемой.малих движений и нормальных колебаний вязко-упругих сред. Применение теории операторных блок-матриц к проблеме малих движений и нормальных колебаний вязкой жидкости в открытом сосуде. Описание минимальных шкал с полной двойственностью. Head Kopachevs'kyj Mykola Dmytrovych, Registration Date 12-02-2001 Organization National Taurida V. Vernadsky University popup.description2 The problem of operator closure in equatious with dissipative coefficients is solved. It assumed to obtain solvability theorems for related hydrodinamical problems. The theory of operator block-matrices is applied to problem of oscillations of viscous fluid in open vessel; the initial-boundary value and spectral problems are investigated. There are obtained analogs of Mackey-Arens and Banach_Grothen-dieck theorems for scales with complete duality. Product Description popup.authors popup.nrat_date 2020-04-02 Close