6.885: Folding and Unfolding in Computational Geometry (Fall 2004)

Prof. Erik Demaine

Lecture 8 -- Page 2 -- 150 DPI

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Lecture 8: Silhouette folding and gift wrapping, universality, efficiency, seam placement, cube wrapping, checkerboard folding; tree method, margulis napkin problem

Page 2: Pseudo-efficiency through thin strips, seam placement according to a convex decomposition

You can view the Demaine, Demaine, and Mitchell paper on folding silhouettes and wrapping polyhedra.

You can also view the Arkin, Held, Mitchell, Skiena paper on Hamiltonian refinement of triangulations.

These are rough, personal lecture notes handwritten by Erik Demaine used during lecture. Their primary purpose is for reading/review by students of the class. Accessibility

Printable PostScript (requires Level-2 PostScript)

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