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Information × Registration Number 0302U001602, 0100U003351 , R & D reports Title Some questions of calculus popup.stage_title Побудова моделей операторів стиску в просторах з продожувальними ядрами. Оцінка загальної міри Монжа -Ампера плюрісубгармонічної функції логарифмічного зростання. Дослідження строгої локальної еквівалентності локально компактних канторових систем. Опис локально компактних комутативних груп з властивістю Z Head Gryshyn A.P., Registration Date 28-03-2002 Organization Kharkov National University named after V.N.Karazin popup.description2 The object of research - contractive operators, contractive operator's functions, locally compact Cantor systems, dense embeddings of locally compact group; subgarmonic and holomorphic functions. Purposes - we go on to construct models of contractive operators from their defect functions, to study locally equivalence of locally compact Cantor systems, to study dense embeddings of free commutative groups into non-compact locally compact groups, to get the result of Tauber type about the growth of subgarmonic functions, to get the result like Alfor's theorem about the strong asymptotic spots of holomorphic in the unit disk functions. Methods of research - the theory of functions, the theory of functions, the theory of operators, the functional analysis and the ergodic theory. Results of research are applied to the study of properties of contractive operators, to the description of groups of ergodic transformations, to the study of dense subgroups of locally compact groups, to the study of properties of subgarmonic and holomorphic functions . Product Description popup.authors popup.nrat_date 2020-04-02 Close