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Functional analysis and its applications
November 8, 2018 10:30–11:50
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Bipartite graphs and the structure of finite-dimensional semisimple Leibniz algebras
R. M. Turdibaev Inha University in Tashkent
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Abstract:
In this talk, a bipartite graph associated with a finite-dimensional semisimple Leibniz algebra will be presented. It will be shown that using an arbitrary connected bipartite graph, one can construct an indecomposable semisimple Leibniz algebra, whose associated graph is a given graph. Thus, all finite-dimensional semisimple Leibniz algebras are described using bipartite graphs whose vertices are simple Lie algebras and irreducible finite-dimensional modules over them.
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