Approximation Order/Smoothness Tradeoff in Hermite Subdivision Schemes

  • Thomas P.-Y. Yu
  • Published 2001

Abstract

It is well-known to waveleticians that refinable functions exhibit subtle relationships between their approximation order and smoothness properties. We show how one can exploit this phenomenon to construct Hermite subdivision schemes with optimal smoothness but suboptimal approximation order for a given support size of the subdivision mask. The construction… (More)

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