-
commonly seen
hexaflexagons have
either three or six faces,
variations exist with any
number of faces.
Straight strips produce hexaflexagons with a multiple...
- been
republished in The New
Martin Gardner Mathematical Library as
Hexaflexagons,
Probability Paradoxes, and the
Tower of Hanoi. In this,
Gardner traces...
- educator, inventor, and self-described "recreational
mathemusician and
hexaflexagon enthusiast". †
Emily Hartridge United Kingdom Emily Hartridge Vlogger...
- com.
Retrieved 2022-03-26. Gardner,
Martin (1988). "13: Polyominoes".
Hexaflexagons and
other mathematical diversions. The
University of
Chicago Press....
- (4): 531–561. doi:10.1207/s15516709cog1704_3. Gardner,
Martin (1988).
Hexaflexagons and
Other Mathematical Diversions.
University of
Chicago Press. ISBN 978-0-226-28254-1...
- The "Mathematical Games"
column began with a free-standing
article on
hexaflexagons which ran in the
December 1956
issue of
Scientific American. Flexagons...
-
Mathematics Magazine.
Retrieved 2022-07-14. Gardner,
Martin (January 2012). "
Hexaflexagons". The
College Mathematics Journal. 43 (1).
Taylor & Francis: 2–5. doi:10...
- https://www.rand.org/pubs/do****ents/D1164.html
Martin Gardner. 2008.
Hexaflexagons,
Probability Paradoxes, and the
Tower of Hanoi.
Cambridge University...
- York:
Viking Press, pp. 103–104 Gardner,
Martin (1988). "Chapter 10".
Hexaflexagons And
Other Mathematical Diversions: the
first Scientific American book...
- 2013, ISBN 978-4-7687-6174-8
General Solution for
Multiple Foldings of
Hexaflexagons IJPAM, Vol. 58, No. 1, (2010). 113–124. "19
faces of Flexagons" Fixed...
