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Information × Registration Number 0215U009220, 0111U000732 , R & D reports Title Algebraic structures: construction and applications. Nonlocal problems for the evolutionary equations. Education and science on Bukovina (Romanian period) popup.stage_title Head Gorodetskyi Vasyl Vasyliovych, Registration Date 02-12-2015 Organization Yuri Fedkovych Chernivtsi National University popup.description2 The system of generators is constructed in metasymmetrical and meta-alternating groups of the finite rank, the minimal generators (on the number of elements) are investigated in these groups. Similar results are shown for the products of infinite rank.It is studied the investments of the unilateral Lie nilpotent ideals into the associative rings in bilateral solvable Lie ideals, it is shown the degree of solvability of Lie ideals.It is investigated the one-sided nilpotent Lie ideals of associative ring R, which are the n-so member lower central series adjoint Lie algebra L(R).It is proved that any verbal subgroup of the group of automorphism ring of polynomials in two variables over a algebraic closed field of zero characteristic coincides with some member of a number of commutators of such group.It is developed the Cauchy problem theory and nonlocal multi-point on time problem theory for evolutionary parabolic pseudo-differential equations, evolutionary equations with the Gelfond-Leontiev operator of generalized differentiation and evolutionary equations with non-negative self-adjoint operators in Hilbert space.The peculiarities of mathematical preparation of secondary schools in Bukovina and Khotyn district and mathematical education in Chernivtsi University are investigated in the days of being a part of the royal Romania (1918??1940 years). Product Description popup.authors Боднарук Світлана Богданівна Городецький Василь Васильович Довгей Жанна Іллінічна Житарюк Іван Васильович Колісник Руслана Степанівна Лучко Вікторія Сергіївна Мартинюк Ольга Василівна Мироник Вадим Ілліч Сікора Віра Степанівна Шевчук Наталія Михайлівна popup.nrat_date 2020-04-02 Close