Can someone tell if for every projective subspace on CP^n there is a dual secant projective subspace that intersects the Veronese curve?

30 November 2015 1 9K Report

One knows that a collection of k

Not yet, i only know that the set of secants for some divisors (linear combinations of points in the Veronese curve with multiplicity) it is a subvariety of the grassman variety of some degree.

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