Article ID Journal Published Year Pages File Type
4606259 Differential Geometry and its Applications 2012 5 Pages PDF
Abstract

We prove a criterion for the identifiability of symmetric tensors P   of type 3×⋯×33×⋯×3, d times, whose rank k   is bounded by (d2+2d)/8(d2+2d)/8. The criterion is based on the study of the Hilbert function of a set of points P1,…,PkP1,…,Pk which computes the rank of the tensor P.

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Physical Sciences and Engineering Mathematics Analysis
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