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Information × Registration Number 0305U003244, 0103U004228 , R & D reports Title Subharmonic functions, operator functions, interpolation problems of analysis and ergodic theory popup.stage_title Зростання субгармонічних функцій. Дослідження інтегралів з нерегулярно зростаючими мірами Head Grishin A., Registration Date 03-03-2005 Organization Kharkov national university named after V.N. Karazin popup.description2 Object of research - tauberian theorems, theory of growth of subharmonic functions. Purposes - to found new tauberian theorems, new properties of subharmonic functions of finite order. Methods of research - method of real and comlex analysis, functional analysis. Results of research are applied to the study of integral transformations; to the study of subharmonic functions of finite order. The results of investigations can be applied in the Institute of Physics and Engineering for Low Temperature of NAS of Ukraine, in the Institute of Mathematics of NAS of Ukraine, in the universities of Donetsk, Kharkov, Kiev, Lviv, Moskow, Sankt Peterbutg. KEY WORDS: SIMPLEST TAUBERIAN THEOREM, TAUBERIAN THEOREM OF KELDYS, PROXIMATE ORDER, WEAK DECREASING FUNCTION, INDICES OF MATZUSHEVSKA, INDICATOR, LOW INDICATOR, THEOREM OF V.BERNSTEIN. Rules for receiving of the report: according to agreement. 61077, Kharkiv, Svobody sq.4, Kharkiv national university. Product Description popup.authors popup.nrat_date 2020-04-02 Close