Hello Cruel World
Friday, March 25, 2005
Crocheting the Hyberbolic Plane
Cabinet Magazine Online - Crocheting the Hyperbolic Plane: An Interview with David Henderson and Daina Taimina
("Crocheted model of pseudosphere (the hyperbolic equiabvalent of a cone) by Daina Taimina. Photo courtesy Steve Rowell/The Institute for Figuring
Until the 19th century, mathematicians knew about only two kinds of geometry: the Euclidean plane and the sphere. It was therefore a deep shock to their community to find that there existed in principle a completely other spatial structure whose existence was discerned only by overturning a 2000-year-old prejudice about 'parallel' lines. The discovery of hyperbolic space in the 1820s and 1830s by the Hungarian mathematician Janos Bolyai and the Russian mathematician Nicholay Lobatchevsky marked a turning point in mathematics and initiated the formal field of non-Euclidean geometry. For more than a century, mathematicians searched in vain for a physical surface with hyperbolic geometry. Starting in the 1950s, they began to suggest possibilities for constructing such surfaces. Eventually, in 1997, Daina Taimina, a mathematician at Cornell University, made the first useable physical model of the hyperbolic "

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 / . Lives in Australia/New South Wales/Sydney, speaks English. Eye color is hazel. I am what my mother calls unique. My interests are photography, reading, natural history/land use, town planning, sustainability.

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Australia, New South Wales, Sydney, English, photography, reading, natural history, land use, town planning, sustainability.