Operations and Identities in Tensor Algebra
Yu. Chernyakov, V. Dolotin
Abstract
We define the class of non-decomposable N-ary operations in the mixed tensor algebra i,j=0∞ Aij. There are higher Jacobi-like identities for (binary) deformed matrix commutator and a 3-ary operation which is non-decomposable into binary ones.
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