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Rota-Baxter operators of non-scalar weights, connections with coboundary Lie bialgebra structures

發布時間:2024-04-04 點擊次數:

標題:Rota-Baxter operators of non-scalar weights, connections with coboundary Lie bialgebra structures

報告時間:2024年04月05日(星期五)15:15-15:55

報告地點:人民大街校區數學與統計學院104教室

主講人:Maxim Goncharov

主辦單位:數學與統計學院

報告內容簡介:

  In this talk, we introduce the notion of a Rota-Baxter operator of a non-scalar weight on an arbitrary algebra. As a motivation, we show that there is a natural connection between Rota-Baxter operators of this type and structures of quasitriangular Lie bialgebras on a quadratic finite-dimensional Lie algebra. Moreover, we show that some classical results on Lie bialgebra structure on simple finite-dimensional Lie algebras can be obtained from the corresponding results for Rota-Baxter operators.

主講人簡介:

  Maxim Goncharov, Ph.D., Senior research fellow in Sobolev Institute of Mathematics, associate Professor at Novosibirsk State University.


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