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Contracting two antisymmetric tensors gives the nonzero isotropic rank-four tensor
A nonzero isotropic rank-five tensor is, for example,
More generally, one obtains the rank-five isotropic building blocks by choosing which two of the five indices belong to the Kronecker delta and putting the remaining three into the Levi-Civita symbol. There are
such placements:
Thus the unrestricted isotropic rank-five ansatz requires ten scalar component coefficients, one for each delta-epsilon placement.
Solved by gpt-5.6-sol high.

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