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Information × Registration Number 0216U005536, 0113U003051 , R & D reports Title New complex-probabilistic methods of asymptotic properties of analytic and subharmonic functions represented by random series and integrals popup.stage_title Head Skaskiv Oleh Bogdanovych, Registration Date 03-02-2016 Organization Ivan Franko National University of Lviv popup.description2 Research object - classes of entire analytic, meromorphic harmonic and subharmonic functions. Subject of investigation - asymptotic properties of functions Treatment studied logarithms maximum membership Hadamar's compositions derivatives of Dirichlet series and derivatives Hadamar's compositions such series. Found formulas for finding the modified generalized orders for entire Dirichlet series the coefficients and parameters of the series. The connection between the growth of the maximum modulus and the maximal term of Dirichlet series in terms of a class of convergence. Estimates from below characteristic functions of probability laws in different scalesare obtained. In classes of analytic functions in the unit circle with restrictions on the concentration of zeros received precise description of exceptional sets a minimum assessment module. An assessment for new bilateral axis convergence of integrals of one variable regions and for convergence of multiple integrals Laplace-Stieltjes Product Description popup.authors Бордуляк М. Т. Дільний В. М. Задорожна О. Ю. Скасків О.Б. Сумик О. М. Фединяк С. І. Чижиков І. Е. Шеремета М.М. popup.nrat_date 2020-04-02 Close