A basic element of Digital Geometry Processing algorithms is the establishment of a smooth parameterization for a given model. In this paper we propose an algorithm which establishes parameterizations for a set of models. The parameterizations are called consis-tent because they share the same base domain and respect features. They give immediate correspondences between models and allow remeshes with the same connectivity. Such remeshes form the basis for a large class of algorithms, including principal component analysis, wavelet transforms, detail and texture transfer between models, and n-way shape blending. We demonstrate the versatility of our algorithm with a number of examples.

@inproceedings{Praun:2001:CMP,
   author = "Emil Praun and Wim Sweldens and Peter Schr{\"o}der",
   title = "Consistent Mesh Parameterizations",
   booktitle = "Proceedings of ACM SIGGRAPH 2001",
   year = "2001",
   month = aug,
   pages = "179--184"
}