RecordNumber
3624
Author
Verhoeff, Tom
Crop_Body
Tom Verhoeff, Koos Verhoeff
Title of Article
Three Mathematical Sculptures for the Mathematikon
Title Of Journal
Bridges
Publication Year
2019
Abstract
Three stainless steel sculptures, designed by Dutch mathematical artist Koos Verhoeff, were installed at the new
Mathematikon building of Heidelberg University. Lobke consists of six conical segments connected into a single
convoluted strip. One side is polished, the other side is matte (blasted), to emphasize the two-sided nature of the
strip. The shape derives from an Euler cycle on the octahedron. Balancing Act is a figure-eight knot, made from 16
polished triangular beam segments, 4 longer and 12 shorter segments. As a freestanding object it balances on a single
short segment. Each beam runs parallel to one of the four main diagonals of a cube. Hamilton Cycle on Football is
a Hamilton cycle on the traditional football (soccer ball), constructed from 60 matte square beams. Mathematicians
know the traditional football as a truncated icosahedron, consisting of 12 pentagons and 20 hexagons, giving rise to
60 vertices.