Search academic texts

Information × Registration Number 0219U003531, 0116U000852 , R & D reports Title Statistical dynamics, generalized Fokker-Planck equation and their applications in the thejry of complex systems. popup.stage_title Head Kondratiev Yuri, Registration Date 09-01-2019 Organization National pedagogikal university named by M.P.Dragomanov popup.description2 For the conservative dynamics of jumps, the methods of perturbation theory have been improved on zygomatic semigroups on the scales of banaha lattices. In the study of generalized Fokker-Planck equations, new methods for subordination of equations and random processes were developed, and non-archivistic extensions of existing theories of the study of parabolic equations with fractional differential operators were constructed. To study the positive solutions of nonlocal nonlinear equations, new methods have been developed for studying running waves and distribution fronts without using the theory of equations in partial derivatives. A new interpretation was given of the Vladimirimov operator of the differentiation of the fractional order on a p-adic ball as a pseudo-differential operator defined in terms of the Pontryagin duality of the additive group of the p-adic ball. On the basis of this result, the Grin function and the nonlinear equation on the p-adic ball are studied, which is an analogue of the classical equation of the porous medium. Product Description popup.authors Гулак Тетяна Олександрівна Кочубей Анатолій Наумович Філоненко Денис Олегович Фінкельштейн Дмитро Леонідович Чаповський Юрій Аркадійович Шаповалова Оксана Леонідівна popup.nrat_date 2020-04-02 Close