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A universal enveloping algebra for cocommutative rack bialgebras. (arXiv:1810.03335v1 [math.AT])

来源于:arXiv
We construct a bialgebra object in the category of linear maps LMfrom a cocommutative rack bialgebra. Theconstruction does extend to somenon-cocommutative rack bialgberas, as isillustrated by a concrete example. As a separate result, we show that the Loday complex with adjoint coefficients embeds into the rack bialgebra deformation complex for the rack bialgebra defined by a Leibniz algebra. 查看全文>>