Drawing in mathematics from inverse vision to the liberation of form

The literature on art and mathematics has focused largely on how geometric forms have influenced artists and on the use of computer visualization in mathematics. The authors consider a fundamental but undiscussed connection between mathematics and art: the role of drawing in mathematical research, both as a channel for creativity and intuition and as a language for communicating with other scientists. The authors argue that drawing, as a shared way of knowing, allows communication between mathematicians, artists and the wider public. They describe a collaboration based on drawing and “inverse vision” in which the differing logics of the artist and the mathematician are treated on equal terms.

Duke Scholars

Author Dorothy Buck Mathematics