17 citations · 17 across the 4 of their papers we have counts for
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math.NA2019
Polynomial overreproduction by Hermite subdivision operators, and -Cauchy numbers
Caroline Moosmüller, Tomas Sauer
We study the case of Hermite subdivision operators satisfying a spectral condition of order greater than their size. We show that this can be characterized by operator factorizatio…
math.NA2018
Stirling numbers and Gregory coefficients for the factorization of Hermite subdivision operators
Caroline Moosmüller, Svenja Hüning, Costanza Conti
In this paper we present a factorization framework for Hermite subdivision schemes refining function values and first derivatives, which satisfy a spectral condition of high order.…
math.NA2017★ 17 cited
Increasing the smoothness of vector and Hermite subdivision schemes
Caroline Moosmüller, Nira Dyn
In this paper we suggest a method for transforming a vector subdivision scheme generating limits to another such scheme of the same dimension, generating li…