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ORCIDComputer Aided Geometric Design, Volume 45
Volume 45, July 2016
- Tom Lyche, Henry Schenck, Tatyana Sorokina
:
Multivariate Splines and Algebraic Geometry. 1
- Peter Alfeld:
Multivariate splines and the Bernstein-Bézier form of a polynomial. 2-13 - Hal Schenck:
Algebraic methods in approximation theory. 14-31 - Julianna Tymoczko:
Splines in geometry and topology. 32-47
- Oleg Davydov, Georgy V. Kostin, Abid Saeed:
Polynomial finite element method for domains enclosed by piecewise conics. 48-72 - Larry Allen, Katherine Borst, Brittany Claiborne, Alexei Kolesnikov, Katherine Pilewski:
Interpolation properties of C1 quadratic splines on hexagonal cells. 73-82 - Ming-Jun Lai, George Slavov:
On recursive refinement of convex polygons. 83-90 - Bert Jüttler, Dominik Mokris, Urska Zore:
Completeness of generating systems for quadratic splines on adaptively refined criss-cross triangulations. 91-107 - Bernard Mourrain, Raimundas Vidunas, Nelly Villamizar:
Dimension and bases for geometrically continuous splines on surfaces of arbitrary topology. 108-133 - Boris Shekhtman:
On regularity of generalized Hermite interpolation. 134-139 - Julien Colvin, Devan DiMatteo, Tatyana Sorokina:
Dimension of trivariate C1 splines on bipyramid cells. 140-150 - Cesare Bracco, Tom Lyche, Carla Manni, Fabio Roman, Hendrik Speleers:
On the dimension of Tchebycheffian spline spaces over planar T-meshes. 151-173
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