Methods for parametrizing varieties of Lie algebras

A real n  -dimensional anticommutative nonassociative algebra is represented by an element of ∧2(Rn)⁎⊗Rn∧2(Rn)⁎⊗Rn. For each μ∈∧2(Rn)⁎⊗Rnμ∈∧2(Rn)⁎⊗Rn, there is a unique subset Λ⊆{(i,j,k):1≤i