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Information × Registration Number 0308U003017, 0106U003143 , R & D reports Title Asymptotic methods in the function theory, operator functions, operator methods in the orbital theory popup.stage_title Дослідження нових цілих функцій з нестандартною асимптотикою, Тауберови і абельови теореми Head Grishin A., Registration Date 20-02-2008 Organization Kharkov National University named after V.N.Karazin popup.description2 Object of research - subharmonic and delta- subharmonic functions, measures on gemiaxe and potentials of these measures with varions kernels. Purpose - to strength Azarin's theory of limiting sets of subharmonic functions and of measures, to study connections between different tipes of convergens of seguences of subharmonic and delta- subharmonic functions, to spread Azarin's theory to the class of measures on gemiaxe , to prove new theorems of Abel's and Taubert ''s types. Methods of research - methods of real and complex analysis, methods of functional analysis. Results of research are applied to the study of the theory of subharmonic functions, asymptotics methods in analusis. Results and methods of investigations can be applied in the research work of the following scientific bodies: the Institute of Physics and Engineering for Low Temperature of Nas of Ukraine, the Institute of Mathematics of Nas of Ukraine Product Description popup.authors popup.nrat_date 2020-04-02 Close