Paper by Erik D. Demaine

Reference:

Erik Demaine, Martin Demaine, Duks Koschitz, and Tomohiro Tachi, “A review on curved creases in art, design and mathematics”, Symmetry: Culture and Science, volume 26, number 2, 2015, pages 145–161.

BibTeX

@Article{CurvedCrease_Symmetry,
  AUTHOR        = {Erik Demaine and Martin Demaine and Duks Koschitz and Tomohiro Tachi},
  TITLE         = {A review on curved creases in art, design and mathematics},
  JOURNAL       = {Symmetry: Culture and Science},
  journalurl    = {http://journal-scs.symmetry.hu/},
  VOLUME        = 26,
  NUMBER        = 2,
  PAGES         = {145--161},
  YEAR          = 2015,

  replaces      = {CurvedCrease_IASS2011},
  papers        = {CurvedCrease_IASS2011},
}

Abstract:

In this paper we review masterpieces of curved crease folding, the deployed design methods and geometric studies regarding this special kind of paper folding. Our goal is to make this work and its techniques accessible to enable further development. By exploring significant works of the past and present of this still underexplored field, this paper aims to contribute to the history of this geometry and the development of novel design methods and a brief survey of approaches in geometry.

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Related papers:

CurvedCrease_IASS2011 (Curved Crease Folding: a Review on Art, Design and Mathematics)