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Factorizable Lie conformal bialgebras, quadratic Rota-Baxter Lie conformal algebras and some induced structures

Xu, Zhongyin et al.
arXiv (All) · Papers
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rings-and-algebras
We introduce the notion of factorizable Lie conformal bialgebras and establish their correspondence with quadratic Rota-Baxter Lie conformal algebras of nonzero weight. Consequently, on the one hand, a Lie conformal bialgebra with a Rota-Baxter operator of nonzero weight gives a factorizable Lie con
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