A Rank Theorem for Vandermonde Matrices

Abstract

We show that certain matrices built from Vandermonde matrices are of full rank. This result plays a key role in the construction of the “limit theory of generic polynomials”. 

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Cite this paper

@inproceedings{Villard2001ART, title={A Rank Theorem for Vandermonde Matrices}, author={Gilles Villard}, year={2001} }