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Metamobius Surfaces

Ted Gibbons
Waterloo, ON, N2J 1Z7
15192414403
Generating the greater reality of one-sidedness

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Metamobius Surfaces

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Pc S5 m2 = N b1 x-5 n6 t24

The Pc S5 m2 is a remarkable one-sided surface that is delightfully symmetrical. The underlying concept with the Metamobius algorithm is the use of space as a substructure upon which to build the actual surface. In this case the space substructure was my first attempt at a more complex form of space and has since led to many wonderful insights about the nature of both symmetrical and asymmetrical one-sided surfaces. 

Pc S5 m2 = N b1 x-5 n6 t24

The Pc S5 m2 is a remarkable one-sided surface that is delightfully symmetrical. The underlying concept with the Metamobius algorithm is the use of space as a substructure upon which to build the actual surface. In this case the space substructure was my first attempt at a more complex form of space and has since led to many wonderful insights about the nature of both symmetrical and asymmetrical one-sided surfaces. 

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