A Generalization of the Source Unfolding of Convex Polyhedra

@inproceedings{Demaine2011AGO,
  title={A Generalization of the Source Unfolding of Convex Polyhedra},
  author={Erik D. Demaine and Anna Lubiw},
  booktitle={EGC},
  year={2011}
}
We present a new method for unfolding a convex polyhedron into one piece without overlap, based on shortest paths to a convex curve on the polyhedron. Our “sun unfoldings” encompass source unfolding from a point, source unfolding from an open geodesic curve, and a variant of a recent method of Itoh, O’Rourke, and Vı̂lcu.