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Basis of Nichols Braided Lie Algebras
Published 10 Jan 2017 in math.QA | (1701.02406v2)
Abstract: Assume that $V$ is a braided vector space with diagonal type. It is shown that a monomial belongs to Nichols braided Lie algebra $\mathfrak L(V)$ if and only if this monomial is connected. A basis of Nichols braided Lie algebra and dimension of Nichols braided Lie algebra of finite Cartan type are obtained.
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