Linear Anisotropic Mesh Filtering

@inproceedings{Taubin2001LinearAM,
  title={Linear Anisotropic Mesh Filtering},
  author={Gabriel Taubin},
  year={2001}
}
No algorithm for unconstrained polygon mesh denoising can beat Laplacian smoothing in simplicity and ease of implementation. In this paper we introduce a new algorithm for polygon meshes smoothing with vertex position and face normal interpolatory constraints composed of two phases. First the face normals are filtered independently of vertex positions. Then the vertex positions are filtered integrating the face normals in the least squares sense. Laplacian smoothing is used to smooth both the… CONTINUE READING
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Bogaevski. Mesh regularization and adaptive smoothing

  • Y. Ohtake, A. G. Belyaev, I.A
  • Computer Aided Design,
  • 2001
3 Excerpts

Bogaevski. Polyhedral surface smoothing with simultaneous mesh regularization

  • Y. Ohtake, A. G. Belyaev, I.A
  • In Proceedings of the Geometric Modeling and…
  • 2000
3 Excerpts

Piecewise smooth subdivision surfaces with normal control

  • H. Bierman, A. Levin, D. Zorin
  • In Siggraph’2000 Conference Proceedings,
  • 2000
1 Excerpt

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