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The de la Vallee Poussin mean and polynomial approximation for exponential weight

Published 13 Nov 2013 in math.CA | (1311.3337v2)

Abstract: We study the de la Vallee Poussin mean for exponential weights and give a polynomial approximation on real line. H. N. Mhasker proved the corresponding result for Freud-type weights. Our proof is valid for Erdos-type weights.

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Authors (3)

  1. K. Itoh 
  2. R. Sakai 
  3. N. Suzuki 

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