Search academic texts

Information × Registration Number 0215U001113, 0111U010366 , R & D reports Title Сomplex Analysis in Operatortheory, in Fourier's Analisis and Geometry popup.stage_title Head Grishin Anatoliy, Registration Date 20-01-2015 Organization Kharkov National University named after V.N. Karazin popup.description2 A research object is a harmonic analysis, protuberant geometry, functional calculation, theory of linear operators in Hilbert space, theory of measure. Purpose of work: •To probe properties of transformations of Fourier functions, belongings the special algebras. •To find connection between transformations of Bochner and Carleman of the eventual Borel measures on a material axis. •To develop the methods of searching for of decisions of linear heterogeneous differential and raznostno-differential equalizations in Banach space, which do not use the theory of semigroups. •Poluchit' obvious type of suboperator of dispersion on the internal ductings of the system. •To get in terms of parameters of Schur criteria that the Borel measure on a single circumference is the measure of Khelsona-sege. Research methods are a theory of subharmonic functions, theory of holomorphic statement functions, theory of operators.Can be drawn on results and research methods in the robot of the indicated scientific collectives: Institute of mathematics of NAN of Ukraine, Institute of mathematics of WOUNDS, Fiziko-technical institute of low temperatures of NAN of Ukraine, Kievan, Kharkov, Lvov, Chernoveckiy, Moscow, Leipzig (Germany) universities. Drawn on the got results in the special courses. Product Description popup.authors Бойко С. Гефтер С. Гришин А. Дубовий В. Татанова В. Черновол Н. popup.nrat_date 2020-04-02 Close