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Martin Demaine
Ununfoldable Polyhedra with Convex Faces
Pleat Folding, 6.849 Fall 2010
Stem+Visual Art
Folding Concave Polygons Into Convex Polyhedra: the L-Shape
GEOMETRIC FOLDING ALGORITHMS I
Professor, EECS Massachusetts Institute of Technology
[email protected]
Artist-In-Residence, EECS Massach
Bridges Stockholm 2018 Mathematics | Art | Music | Architecture | Education | Culture 2018 Conference Proceedings Editors
G U I D E D B Y I N V O I C
Shaping Space Exploring Polyhedra in Nature, Art, and the Geometrical Imagination
Is Origami the Future of Tech? by Drake Bennett on May 03, 2012
The Origami Geometer 1999
Arxiv:Cs.CG/9908003 V2 27 Aug 2001
[email protected]
[email protected]
Email: Etcs[0.O H Te Ad Xeietlrslssugg Results Experimental Hand, Other the on [10]
ERIK D DEMAINE and MARTIN L DEMAINE CV
Adventures in Maze Folding Art
Folding Paper: the Infinite Possibilities of Origami Educator Guide January 31, 2014 – April 27, 2014
Geometric Folding Algorithms: Linkages, Origami, Polyhedra Erik D
Conveyer-Belt Alphabet
Interplay of Perspectives: History, Art & Culture + Science, Interdisciplinary Crossover and Collaboration, September 2010
Top View
Above the Fold New Expressions
Etnogeometrías: Patrones Geométricos Y Cultura
Mathematics Is Art
Fun with Fonts: Algorithmic Typography
Bridges Towson Mathematics, Music, Art, Architecture, Culture
Acutely Triangulated, Stacked, and Very Ununfoldable Polyhedra
Above the Fold: New Expressions in Origami Release