Knots as Processes in Art and Mathematics

Year: 2012 Authors: Bojana Ginn

Core claim

Knots in art and mathematics both operate as processes in which line, crossing, and transformation generate meaning and structure.

Topics

knot theory, braid groups, process art, mixed media installation

Domains

knot theory, braid theory, Temperley-Lieb algebra, categorification, wire sculpture, mixed media installation, drawing, painting

Methods

comparative analysis, three-step translation method, artistic interpretation, diagrammatic modeling

Media

wire, wool, graphite, pencil and watercolor, pigments on canvas

Source status

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