Abstract
In many fiber arts, such as knitting and embroidery, there is a longstanding tradition of samplers, pieces that
combine patches of different designs into a single artwork. In recent years, a number of artists have produced
pieces in a mathematical subgenre: the symmetry sampler, a work of art that exhibits all of the symmetry types
achievable in a particular craft. This paper collects some recent examples of this emerging form and presents some
of the fiber-art symmetry-group theorems these samplers demonstrate.
