Search academic texts

Information × Registration Number 0219U001227, 0114U002023 , R & D reports Title Asymptotic properties of solutions of stochastic equation popup.stage_title Head Skrypnik Igor Igorovych, Registration Date 21-01-2019 Organization Institute of Applied Mathematics and Mechanics National Academy of Science of Ukraine popup.description2 The large deviations principle for solutions of stochastic equations with irregular coefficients and functionals from them are obtained. Comparison principle for the generalized solutions of Cauchy problem for nonlinear stochastic parabolic equations is proved and properties of their properties are investigated. The limit behaviour of diffusive processes is investigated in random and in composite environments. The functional iterated logarithm law for different functionals on solutions of stochastic equations and for Bessel processes are justified. Stochastic equations with a discontinues function of jumps and stochastic equations in random environment are considered. The conditions of existence and uniqueness of solutions are got. Product Description popup.authors Крикун Іван Григорович Логачев Артем Васильович Махно Сергій Якович Мельник Сергій Анатолійович Скобелев Володимир Володимирович Скобелев Володимир Генадійович Хархота Ганна Олександрівна popup.nrat_date 2020-04-02 Close