Waring Rank of Symmetric Tensors, and Singularities of Some Projective Hypersurfaces
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DOI: 10.1007/s00009-020-01609-0
Abstract: We show that if a homogeneous polynomial $f$ in $n$ variables has Waring rank $n+1$, then the corresponding projective hypersurface $f=0$ has at most isolated singularities, and the type of these singularities is completely determined… read more here.
Keywords: waring rank; rank; tensors singularities; symmetric tensors ... See more keywords