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CAA: the Padua Points


The Padua points are the first known example of optimal points for total degree polynomial interpolation in two variables, with a Lebesgue constant increasing like log square of the degree.
They have been discovered and studied by our group during some collaboration periods at the University of Padua with Len Bos (Calgary), Shayne Waldron (Auckland) and Yuan Xu (Eugene).

Publications, preprints and abstracts concerning or related to the Padua points