Artists

Michael Field

Professor of Mathematics

University of Houston

Houston, Texas, USA

mikefield@gmail.com

http://www.math.uh.edu/~mike

Statement

In my efforts in computer art, graphics and design, I work with chaotic - non-deterministic - dynamical systems and often make use of symmetry. Although the time evolution of these systems seems random and haphazard, long-term time averages often reveal complex and intricate symmetric structure that can lead to a harmonious and beautiful design. In this way, the images I create are simple instances of the statistical regularity through which we experience the workings of the universe. I am particularly interested in using mathematical ideas to create desired artistic effects. Two of the submitted images use some new algorithms I have been working on recently for colouring complex fractal images.

Artworks

Image for entry 'ClowningAround'

ClowningAround

26" x 24"

Digital print on canvas

2010

A repeating two-color pattern of type p3m1/p3 created using a deterministic torus map and lifted to the plane as a repeating pattern. Much of the effect of this images gets lost in low res/small image file.
Image for entry 'ButIsItArt'

ButIsItArt

22" x 22"

Digital print on canvas

2007

This is a complex fractal image which is a composite of the Sierpinski triangle and another symmetric fractal with 11-fold symmetry. The construction of this image required the development of new software and coloring algorithms - an ongoing project to create new classes of visually interesting objects.
Image for entry 'Iterations 2006'

Iterations 2006

18" x 18"

Digital print on canvas

2006

A two-colour quilt of type p4g/pgg. Created used a deterministic torus map and lifting the resulting symmetric pattern on the torus to a repeating pattern on the plane. Printed on canvas. Shown as part of John Sims recent Rhythm and Structure exhibition at the Bowery Poetry Club, NY.