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Information × Registration Number 0211U004700, 0109U001419 , R & D reports Title Spectral problems for analytic functions and linear operators on a Banach spaces popup.stage_title Head Zagorodnyuk Andriy Vasylovych, Registration Date 24-01-2012 Organization Precarpathian university named after Vassyl Stefanyk popup.description2 Investigated topological and algebraic structure of the spectrum of the algebra of entire analytic functions of bounded type and symmetric analytic functions on Banach spaces. Construct the transformation operators between the Sturm-Liouville form of impedance for unperturbed and total cases oysano their properties. We describe the Hardy space of analytic functions on the unit ball of Banach spaces associated with invariant measures on infinite product of compact groups, locally compact groups. An example of the Heisenberg group. A description of the spectral data oeratoriv Sturm-Liouville in impedance form. Study generalized functions of infinite number of variables. Proved algorithm for restoration of impedance spectral data of the corresponding Sturm-Liouville. Product Description popup.authors Гринів Ростислав Олегович Дмитришин Мар'ян Іванович Дубей Марія Володимирівна Загороднюк Андрій Васильович Лабачук Оксана Василівна Лопушанський Олег Васильович Соломко Андрій Васильович Чернега Ірина Володимирівна Шарин Сергій Володимирович popup.nrat_date 2020-04-02 Close