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Information × Registration Number 0219U003406, 0116U004752 , R & D reports Title Qualitative analysis and control of evolutionary systems of the complex structure popup.stage_title Head Perestyuk Mykola Oleksijovych, Доктор фізико-математичних наук Registration Date 11-02-2019 Organization Taras Shevchenko Kiev University popup.description2 The exponential stability of a trivial torus for a class of nonlinear extensions of a dynamical system on a torus is proved. An explicit view of the global attractor for a linear impulse-perturbed system is established. New theorems on the existence of bounded and quasiperiodic solutions of a nonautonomous quasiperiodic Newton system are proved. The method of reducing the singular boundary value problem on the semicircle to the operator integral equation is given. The boundary behavior of a controlled system on time scales is studied. The qualitative and asymptotic behavior of solutions of boundary value problems in thin areas of aneurysm type is investigated. Asymptotic development is constructed for the solution of the inhomogeneous boundary-value Neumann problem for the Poisson equation. The properties of matrixes of indicators and their quivers were studied. The characterization of the differentiation centralizer in Lie algebra is given for all differentiations of the field of algebraic functions. An invariant Lie subalgebra for an skew-symmetric involutive polynomial algebra is investigated. Product Description popup.authors Асроров Ф.А. Бондарчук І.М. Головащук Н.С. Гриценко Н.В. Кіфоренко І.Б. Капустян О.В. Кириченко В.В. Кучук-Яценко С.В. Мельник Т.А. Парасюк І.О. Перестюк М.О. Петравчук А.П. Романюк І.В. Садовий Д.Ю. Станжицький О.М. Трохимчук Т.М. Шкляр Т.Б. popup.nrat_date 2020-04-02 Close