Search academic texts

Information × Registration Number 0216U005538, 0113U003064 , R & D reports Title Methods of complex harmonic analysis and the theory of analytic functions in the Banach spaces popup.stage_title Head Skaskiv Oleh Bogdanovych, Registration Date 03-02-2016 Organization Ivan Franko National University of Lviv popup.description2 Subject of investigation is asymptotic properties of analytic functions and operators on Banach spaces. The object of the project is to research and spaces of Hardy operators Cauchy-Sehe in multidimensional complex space and vlastyvovsti functions depicted by rows of uniform log-mom and integrals of Laplace type in an arbitrary Radon measure, the estimation of fractional analog logarithmic derivative of a meromorphic function integration tional metric. For integral Cauchy-described Stiltyes growth in unit ball in terms of smoothness measure on the Stiltyes unit sphere. In connection with the Hansen hypothesis investigated possible growth-spiral lyamda functions of a power function, and found accurate estimates of their Taylor's coefficients. Found estimation of l-index of entire functions satisfying linear differential equations, in particular, found outside of a circle l-evaluation index Mittag-Leffler function. An analog of Wiman inequalities for analytic functions in the unit ball, depicted by rows of homogeneous polynomials. Product Description popup.authors Дільний В. М. Задорожна О. Ю. Куриляк А.О. Скасків О.Б. Трухан Ю. С. Фединяк С. І. Чижиков І. Е. Шеремета М.М. popup.nrat_date 2020-04-02 Close