A Combinatorial Proof of the Smoothness of Catalecticant Schemes Associated to Complete Intersections
For zero-dimensional complete intersections with homogeneous ideal generators of equal degrees over an algebraically closed field of characteristic zero, we give a combinatorial proof of the smoothness of the corresponding catalecticant schemes along an open subset of a particular irreducible component.
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|Source:||Annals of Combinatorics|
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