Magazine

March-April 2013

Current Issue

March-April 2013

Volume: 101 Number: 2

Abstract mathematical surfaces can be hard to visualize—but they are much easier to grasp mentally when they can be picked up and moved around. Mathematician sarah-marie belcastro began rendering surfaces in knitting when she was in graduate school. The cover shows a Klein bottle—a surface whose inside is contiguous with its outside—knitted by belcastro in 2013. It has a hole, visible at upper left, that can slide along the object to reveal other aspects of the structure. At right is a knitted torus—a surface whose shape is that of a hollow doughnut. (Cover photograph by Austin Green.)

In This Issue

  • Agriculture
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Adventures in Mathematical Knitting

Sarah-Marie Belcastro

Mathematics

Rendering mathematical surfaces and objects in tactile form requires both time and creativity.

Athletics and Herbal Supplements

David Senchina

Biology Medicine

Do current products enhance athletes' health and performance?