-
Flexagons are
usually square or
rectangular (tetraflexagons) or
hexagonal (
hexaflexagons). A
prefix can be
added to the name to
indicate the
number of faces...
- educator, inventor, and self-described "recreational
mathemusician and
hexaflexagon enthusiast". †
Emily Hartridge United Kingdom Emily Hartridge Vlogger...
- The "Mathematical Games"
column began with a free-standing
article on
hexaflexagons which ran in the
December 1956
issue of
Scientific American. Flexagons...
- been
republished in The New
Martin Gardner Mathematical Library as
Hexaflexagons,
Probability Paradoxes, and the
Tower of Hanoi. In this,
Gardner traces...
- (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...
-
diagonal of
consecutive hexagons has sums
equal to 38, or
twice 19. A
hexaflexagon is a
strip of
nineteen alternating triangular faces that can flex into...
- step
periodic table in the
traditional ****anese "byobu" style. 2022 — A
hexaflexagon periodic table. The
advantages of such
tables are
their novelty and that...
- com.
Retrieved 2022-03-26. Gardner,
Martin (1988). "13: Polyominoes".
Hexaflexagons and
other mathematical diversions. The
University of
Chicago Press....
-
Steve Plummer use
knitted versions of
mathematical objects such as
hexaflexagons in
their teaching,
though their Menger sponge proved too troublesome...
- https://www.rand.org/pubs/do****ents/D1164.html
Martin Gardner. 2008.
Hexaflexagons,
Probability Paradoxes, and the
Tower of Hanoi.
Cambridge University...
