Using Most Isometric Parametrizations for Remeshing Polygonal Surfaces

connectivity, the so-called {\em subdivision connectivity} is still
growing. Therefore it is important to develop efficient algorithms
for converting a given mesh with arbitrary connectivity into one
with subdivision connectivity. In this paper we have focused on
2-manifold triangle meshes with boundary and no holes. We discuss
the importance of a parametrization with minimal distortion for the
process of remeshing. Based on the concept of most isometric
parametrizations we have developed a remeshing algorithm for the
given class of triangle meshes.