George Hart

Research Professor
Stony Brook University
Stony Brook, NY, USA
Beautiful mathematical structures can inspire sculpture that makes visible to the world the thought patterns of mathematicians.
Champy
32 x 32 x 32 cm
Laser-cut wood, stained
2016
Thirty components suggestive of "sea monsters" dance around each other, only touching at the hands and mouths. The arrangement of the thirty identical planar parts comes from the face planes of a rhombic triacontahedron, which provides a mathematical foundation for the structure. There are six parts in each of five colors, arranged with a five-color pattern based on the compound of five cubes. The order of the five colors of heads is different around each five-sided opening---all the even permutations. This was a prototype model for a larger (4-foot diameter) version of this design, installed at the Burr and Burton Academy in Vermont. The name "Champy" comes from the legend of a reputed lake monster said to be living in Lake Champlain.