# Search results for: Georg Muntingh

Journal of Symbolic Computation > 2018 > 85 > C > 4-24

Computer Aided Geometric Design > 2018 > 59 > C > 68-85

BIT Numerical Mathematics > 2017 > 57 > 3 > 867-900

*m*-ary pseudo-spline subdivision schemes. We show that their masks have positive Fourier transform, making it...

Constructive Approximation > 2017 > 45 > 1 > 1-32

Computer Aided Geometric Design > 2015 > 33 > Complete > 51-65

Journal of Computational and Applied Mathematics > 2014 > 269 > Complete > 1-13

Computer Aided Geometric Design > 2014 > 31 > 7-8 > 464-474

Computer Aided Geometric Design > 2014 > 31 > 3-4 > 199-209

BIT Numerical Mathematics > 2012 > 52 > 3 > 703-723

*g*(

*x*

^{1},…,

*x*

^{ q },

*y*)=0 implicitly defines

*y*locally as a function of

*x*

^{1},…,

*x*

^{ q }. In this article, we express divided differences of

*y*in terms of divided differences of

*g*, generalizing a recent formula for the case where

*y*is univariate. The formula involves a sum over a combinatorial structure whose elements can be viewed either as polygonal partitions or as plane...

Indagationes Mathematicae > 2007 > 18 > 1 > 83-95