Hyperbolic Geometry: The beautiful math of coral and crochet, Video and News

Hyperbolic Geometry, Coral and Crochet, Geometry Education

Hyperbolic Geometry: The beautiful math of coral (and crochet) by Margaret Wertheim

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Video Description
Science writer Margaret Wertheim re-creates the creatures of the coral reefs using a technique invented by a mathematician -- simultaneously celebrating the amazements of the reef, and deep-diving into the hyperbolic underpinnings of coral creation. Source: TED.com.

Hyperbolic geometry
Hyperbolic geometry, also called Lobachevskian geometry or Bolyai-Lobachevskian geometry, is a non-Euclidean geometry, meaning that the parallel postulate of Euclidean geometry is replaced.

To Wertheim, coral reefs, sponges, and slugs exhibit a special form of geometry, called hyperbolic geometry, and the best way to model such natural objects is via crocheting.

Hyperbolic crochet is a technique discovered by mathematician Daina Taimina of Cornell University.

Coral reefs
Coral reefs are underwater structures made from calcium carbonate secreted by corals. Corals are colonies of tiny living animals found in marine waters containing few nutrients. Most coral reefs are built from stony corals, and are formed by polyps that live together in groups. The polyps secrete a hard carbonate exoskeleton which provides support and protection for the body of each polyp. Reefs grow best in warm, shallow, clear, sunny and agitated waters. Source: Wikipedia, Coral Reef
 

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