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Barry Phipps tells Plus how he bridges the gap between the arts and sciences as an exhibition curator.

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Shapes, patterns and the laws of nature — how humans see the world through symmetrical glasses

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Thursday, May 03, 2007

Mathematical form

In the Imaging maths series Plus explored how to visualise, transform and unfold strange geometric objects like the Klein bottle or the Möbius strip. Now Plus has come across a British artist who does just that, but without the aid of computers. John Pickering bases his work on one simple mathematical transformation, the inversion in a circle. His works are beautifully intricate 3D objects made up of 2D slices, with each slice and its relationship to the others worked out using honest and rigorous co-ordinate geometry.

Unfortunately, Pickering's work can't be seen on the web, so if you're interested in mathematical art, keep an eye out for one of his exhibitions. Alternatively, there is a book on Pickering's art called Mathematical form: John Pickering and the architecture of the inversion principle, published by the Architectural Association.

posted by Plus @ 8:46 AM

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