Symmetric tensor ranks of finite-field multiplication are recast as linear-algebra spanning problems over finite fields, with new criteria, recovered values for small degrees, and a matching invariant for one-dimensional Gabidulin codes.
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Symmetric Tensor Decompositions over Finite Fields
Symmetric tensor ranks of finite-field multiplication are recast as linear-algebra spanning problems over finite fields, with new criteria, recovered values for small degrees, and a matching invariant for one-dimensional Gabidulin codes.