Janet Parke creates
mathematically-inspired abstract images called fractals that powerfully
and eloquently reflect the beauty of mathematics.
Fractal art is created on the computer using specialized mathematical
formulas and is often identifiable by a characteristic pattern that is
repeated throughout the image at different scales. Fractals also have the
property of infinite detail that is, you could "zoom" forever into a
fractal and never run out of structure. In addition to being the
inspiration for art, fractal geometry is used today in surprisingly
diverse applications from engineering to medicine, economics to computer
animation.
To create works of art, Parke combines individual fractal elements in a
layering process, allowing colors and shapes to merge and interact in
interesting ways. She describes her creative process as "envisioning each
image as a collage of fractal layers — each contributing shape, color,
light, shadow, and texture to the overall work."
Genetically inclined toward the performing (rather than the visual)
arts, Parke first became interested in fractals in 1996 and initially
created works solely for her own pleasure. She now exhibits and sells her
work in local (Memphis, Tennessee) galleries and art festivals throughout
the country.
For over 20 years she has taught ballet and has choreographed more than
60 works for student and professional dancers. She continues to be
fascinated by and explore the ways in which her background and experience
in the performing arts inspire the shapes, textures and movement of her
visual art.
Additional works and recent sketchbook images may be seen at
http://www.parkenet.org/jp/