12 citations · 31 across the 15 of their papers we have counts for
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math.RA2006
Rigid current Lie algebras
Michel Goze, Elisabeth Remm
A current Lie algebra is contructed from a tensor product of a Lie algebra and a commutative associative algebra of dimension greater than 2. In this work we are interested in defo…
math.RA2006★ 3 cited
On the algebras obtained by tensor product
Elisabeth Remm, Michel Goze
Let P be a quadratic operad. We determine an associated operad ~P such that for any P-algebra A and any ~P-algebra B then the tensor product is a P-algebra.
math.RA2006★ 1 cited
Non-associative algebras associated to Poisson algebras
Michel Goze, Elisabeth Remm
Poisson algebra is usually defined to be a commutative algebra together with a Lie bracket, and these operations are required to satisfy the Leibniz rule. We describe Poisson struc…