Artists

Lilian Boloney

Artist

University of Applied Arts Vienna

Vienna

lili_strickt@hotmail.com

http://liliboloney.blogspot.com

Statement

The combination of mathematics and textile art makes it possible to produce models of hyperbolic geometry. That is known at least since Diana Taimina published her book "Crocheting Adventures" in 2009. In my work I built upon her concept and figured out how to use the soft yarn as a geometric slide rule. I would like to thank the University of Applied Arts Vienna for support and assistance in allowing me to attend the conference.

Artworks

Image for entry 'State 7 of the a crocheted Boy's surface'

State 7 of the a crocheted Boy's surface

20 cm x 30 cm

photography

2013

Additional info

Image for entry 'State 3 of a crocheted Boy's surface'

State 3 of a crocheted Boy's surface

30 cm x 20 cm

photography

2013

Additional info

Image for entry 'Boy's surface'

Boy's surface

about 10 cm x 10 cm x 10 cm

crocheted cotton

2013

Additional info

A collaboration with the geometry ordinariate of my university brought Boy's surface to my attention and I asked myself if any mathematical thought could be crocheted. After a study of images of this surface, I managed to understand its overlaps and curves. In fact everyone can get a very accurate sense of topological forms through the technique of crochet. I am studying to become a teacher in textiles and mathematics and I think both disciplines can benefit greatly from their combination.