Integer-grid maps for reliable quad meshing

  title={Integer-grid maps for reliable quad meshing},
  author={David Bommes and Marcel Campen and Hans-Christian Ebke and Pierre Alliez and Leif Kobbelt},
  journal={ACM Trans. Graph.},
Quadrilateral remeshing approaches based on global parametrization enable many desirable mesh properties. Two of the most important ones are (1) high regularity due to explicit control over irregular vertices and (2) smooth distribution of distortion achieved by convex variational formulations. Apart from these strengths, state-of-the-art techniques suffer from limited reliability on real-world input data, i.e. the determined map might have degeneracies like (local) non-injectivities and… CONTINUE READING
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State of the art in quad meshing

  • D. BOMMES, B. LÉVY, +4 authors D. ZORIN
  • Eurographics STARS.
  • 2012
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