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3-D Moebius Derivative Series
Untitled. 3-D Moebius derivative. Stockholm, 1980-1986. Cardboard.
Photograph: Yildirim Arici
Photograph: Yildirim Arici
3-D Moebius Derivative Series
The Moebius Band is a 2-dimensional endless surface, and these are Koman’s derivates extending into three dimensions which can endlessly turn around themselves without stopping.
They are simply made of folded paper sheets and can recall a Japanese origami game. The 3-D Moebius Bands are formed by braiding as many strips of paper as the number of edges on the basic polygon element.
Scientific phenomena: topology, crystallography
