Computer Graphics, Art, Math, Geometry, and Abstract Sculpture are closely related. These activities are trying to transcend the boundaries between the fields. With images of models and sculptures.

The geometric sculpture of George W. Hart displays the beauty of mathematical forms in various media.

Explore complex geometric structures based upon the 'basic joint'; an interconnectable joint composed of four intersecting sets of three triangular prisms. Includes assembly instructions, sculpture photographs and interactive virtual 3D models.

Spatial designs by Vedder Wright.

A personal journey through aspects of geometric art with particular reference to Islamic design. The site includes full descriptions and methods for building often complex structures.

The art and tensegrity sculptures of Ken Snelson.

Knots, surfaces and fractals.

Collaborative project between Maths and Art departments of East Carolina University. Gives their approach to fractals, tessellation, and topology, with some links.

A collaborative project that brings together mathematicians from Hewlett-Packard's Basic Research Institute (BRIMS) with artists, attempting to create a synthesis of their ideas. Includes a gallery, events calendar, and discussion articles.

Home made polyhedra and other constructions with interesting structural properties, specifically tension and rigidity.

A lesson plan. Constructs a geometric motif from Islamic art, and gives its cultural context.

Includes photos of knots and tangles, mathematical models of surfaces, and stereolithography models.

Includes image galleries of 3-D images, a paper on tactile geometry, resume, virtual reality project and diversions.

Mathematical balance between the forces of compression and tension expressed as sculpture [site needs Java].

Gives explanation of the superformula used to create various images, which is based on equations by Johan Gielis. Page includes galleries and shareware software downloads.

Photos of sculptures by John Robinson, and description of the mathematics behind them by Ronnie Brown.

Richard Hawkins' digital archive.

The web site to explore the great M.C. Escher artworks. Each image has commentary and a zoom mode.

Full explanatory diagrams for constructing your own rose window, ogee arch, and trifoil tracery.

Polyhedral sculptures for sale. Also includes his memoirs of making polyhedral models, math references, and his art school thesis.

Generalization of 2R-curves (hypotrochiods and epitrochoids). Create line-art images by setting variables for a hypothetical planet, moon and satellite.

A sculpture representing research results on the number of hands that a robot would need to assemble collections of simple geometric objects.