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math.KT2013
On the Schrödinger group
Guy Roger Biyogmam
In this paper, we compute the Leibniz homology of the Schrödinger algebra. We show that it is a graded vector space generated by tensors in dimensions and . The Leibniz…
math.KT2013★ 3 cited
Leibniz Homology of the Affine Indefinite Orthogonal Lie Algebra
Guy Biyogmam
In this paper, we compute the Leibniz (co)homology of the affine indefinite orthogonal Lie algebra. This calculation generalizes a result \cite[corollary 4.5]{JL} obtained by Jerry…
math.KT2012
A Relative Theory for Leibniz n-Algebras
Guy R. Biyogmam
In this paper we show that for a -Filippov algebra $\g,$ the tensor power $\g^{\otimes n-1}$ is endowed with a structure of anti-symmetric co-representation over the Leibniz alg…