Making Doo-Sabin surface interpolation always work over irregular meshes
Jianmin Zheng, Yiyu Cai
In The Visual Computer, 21(4), 2005.
Abstract: This paper presents a reliable method for constructing a control mesh whose Doo-Sabin subdivision surface interpolates the vertices of a given mesh with arbitrary topology. The method improves on existing techniques in two respects: (1) it is guaranteed to always work for meshes of arbitrary topological type; (2) there is no need to solve a system of linear equations to obtain the control points. Extensions to include normal vector interpolation and/or shape adjustment are also discussed.
BibTeX format:
@article{Zheng:2005:MDS,
  author = {Jianmin Zheng and Yiyu Cai},
  title = {Making Doo-Sabin surface interpolation always work over irregular meshes},
  journal = {The Visual Computer},
  volume = {21},
  number = {4},
  pages = {242--251},
  year = {2005},
}
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