Almost all subgeneric third-order Chow decompositions are identifiable
Douglas A. Torrance,
Nick Vannieuwenhoven
Abstract:For real and complex homogeneous cubic polyomials in n + 1 variables, we prove that the Chow variety of products of linear forms is generically complex identifiable for all ranks up to the generic rank minus two. By integrating fundamental results of [Oeding, Hyperdeterminants of polynomials,
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