Knots as Processes in Art and Mathematics

Bojana Ginn
Proceedings of Bridges 2012: Mathematics, Music, Art, Architecture, Culture (2012)
Pages 369–372

Abstract

Analysis of reality in both math and art follow certain processes and methods. In this paper, I will show the correlation between the exploration of knotted structures in my art with the research of mathematicians Radmila Sazdanovic from the University of Pensylvania, co-author of the book LinKnot - Knot Theory by Computer, and the work of L.G. Meredith and David F. Snyder from Texas State University, Knots as Processes: a New Kind of Invariant.

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