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Information × Registration Number 0215U001216, 0112U001272 , R & D reports Title New methods of complex and functional analysis in theories of meromorphic and subharmonic functions, operators theory, theory of nonlinear dynamic systems popup.stage_title Head Kondratyuk A.A., Registration Date 03-02-2015 Organization Ivan Franko National University of Lviv popup.description2 A factorization of Volterra type integral operators of binary transform by the Volterra elementary operators is obtained. Special points of integrable potentials of the symmetric problem for a four points system of pairwise interacting particles on the line are investigated. Using the local gradient model in thermomechanics a state of a thin layer is studied. For entire functions of zero order a connection between the angular density, logarithmic derivative's asymptotics, and regular growth of its Fourier coefficients is established. A description of Riesz measures of loxodromic delta-subharmonic functions and the representation of loxodromic delta-subharmonic function are obtained. The Nevanlinna type characteristic for meromorphic in a half-strip functions is introduced and its main properties are studied. It is proved that the space of accelerants on [-1,1] is homeomorphic to the space of nonselfadjoint Dirac operators' potentials on [0,1]. Product Description popup.authors Вус Андрій Ярославович Заболоцький Микола Васильвич Кондратюк Андрій Андрійович Коренівська Олена Захаріївна Микитюк Ярослв Володимирович Підкуйко Сергій Іванович Прокопишин Іван Анатолійович Пуйда Дмитро Володимирович Сидоренко Юрій Миколайович Сокульська Наталія Богданівна Сторож Олег Георгійович Тарасюк Святослав Іванович Христіянин Андрій Ярославович Червінка Костянтин Андрійович popup.nrat_date 2020-04-02 Close