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Eos Project

Site for Computational Origami System Eos

  • Monograph published by Springer
  • Supplement
    • For Mathematica 13.2
    • For Mathematica 13
    • For Mathematica 12.2
    • For Mathematica 11 and 12.1
  • Topics from Posts
    • Eos
    • Orikoto
    • News
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  • Eos software
    • Eos 3.7
    • Eos 3.6
    • Eos3.5.0
    • Eos3.4 (3.40 and 3.41
    • Eos3.3
  • Additional material
    • Copyright issues
    • Chapter 1
    • Chapter 2
    • Chapter 3
    • Chapter 4
    • Chapter 5
    • Chapter 6
    • Chapter 7
    • Appendix
  • Origami Works
    • Orikoto programming
    • Test Examples
    • Origami Geometry
    • Art and practical origami
    • Traditional (Classical) origami
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    • Wolfram Conference Tokyo, Dec. 6, 2022
    • SYNASC talks
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Simple geometric theorems by origami

Origami geometry examples are collected here.
The programs run on Eos3.3.2.

  • centroid.nb
  • Ceva’s Theorem.nb
  • circumcenter.nb
  • EulerLine.nb
  • excenter.nb
  • Incenter.nb
  • Menelaus’s Theorem.nb
  • nine-point-circle.nb
  • orthocenter.nb
  • Simson Theorem.nb
  • Steiner-Lehmus Theorem.nb
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