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Information × Registration Number 0214U005918, 0113U002978 , R & D reports Title Long-term forecasts for state functions and regularity of limit cycles of diffusion type controlled processes popup.stage_title Head Kasyanov Pavlo Olegovych, Registration Date 26-12-2014 Organization Institute for Applied System Analysis at NASc and Ministry of Education of Ukraine popup.description2 The qualitative behavior of solutions for non-autonomous evolution problems of reaction-diffusion type without the uniqueness of solution for the corresponding Cauchy problem, in particular for non-autonomous reaction-diffusion system with Carathe'odory type nonlinearity and for the class of non-autonomous evolution inclusions with pointwise pseudomonotone multivalued mappings is investigated. For the classes of semilinear parabolic differential inclusions the sufficient conditions for the existence of the Lyapunov function are deduced. The results are applied to the problems that modeling the real physical processes. Product Description popup.authors Глузман Марк Олександрович Горбань Наталія Володимирівна Дорундяк Валерія Миколаївна Касьянов Павло Олегович Купенко Ольга Петрівна Палійчук Лілія Сергіївна Хоменко Ольга Володимирівна popup.nrat_date 2020-04-02 Close