| The Public Paperfolding History Project
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| Paperfolding Mathematics | |||||||
| This
page attempts to record what is known about Paperfolding
Mathematics ie those paperfolds which are overtly
mathematical in nature. Please contact me if you know any
of this information is incorrect or if you have any other
information that should be added. Thank you. Anyone who is interested in obtaining more in depth information about the history of paperfolding from a mathematical perspective should consult the writings of Michael Friedman. ********** Cut and Fold Polyhedral Nets (incomplete) ********** Constructing Accurate Right Angles by Folding Paper ********** Constructing 60 Degree Angles (incomplete) ********** Constructing Polygons by Folding Paper (incomplete) ********** Constructing Polyhedra by Folding Paper ********** Demonstrating / Proving Pythagoras' Theorem (incomplete) ********** Division into Thirds and Fifths (incomplete) ********** Dividing an Angle into Three Equal Parts ********** Tetrahedron from a Tube or Envelope ********** Mathematical Paperfolding Puzzles ********** |
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