Science Faculty

University Main Page

Please Click Here

Scientific analysis of fractal patterns

  
Photographs of (left) a 0.1m section of snow on the ground, (middle) a 50m section of forest and (right) a 2.5m section of Pollock's 'One: Number 31' painted in 1950 (Museum of Modern Art, USA) 

Can science be used to further our understanding of art? This question triggers reservations from both scientists and artists. In this project we examine the potential of scientific objectivity for determining the pattern content of abstract art..

SCIENTIFIC OBJECTIVITY PROVES to be an essential tool for determining the fundamental content of the abstract paintings produced by Jackson Pollock in the late 1940s. Pollock dripped paint from a can on to vast canvases rolled out across the floor of his barn. Although this unorthodox technique has been recognised as a crucial advancement in the evolution of modern art, the precise quality and significance of the patterns thus created are controversial. 

In this project, our analysis of Pollock's patterns shows,
first, that they are fractal, reflecting the fingerprint of Nature, and, second, that the fractal dimension D increased during Pollock's career. With his paintings now valued at $40M, rigorous, objective analysis procedures are crucial. Because D follows such a distinct evolution with time, the fractal analysis can be employed as a quantitative, objective technique to both authenticate and date Pollock's drip paintings.

Richard Taylor,
David Jonas, & Adam Micolich 

 

[ Search | School Information | Physics Courses | Research | Graduate ]
[
Resources | Physics ! | Physics Main Page | UNSW Main Page ]
School of Physics - The University of New South Wales - Sydney Australia 2052
Site Comments:
physicsweb@phys.unsw.edu.au
© School of Physics - UNSW 2000