Title

Visual Arts, Design, and Differential Equations

Document Type

Article

Publication Date

9-2017

Department

Mathematics

Language

English

Publication Title

Journal of Mathematics and the Arts

Abstract

This is the third paper in a series to connect ideas from differential equations to relevant and interesting material from the arts and humanities. Here, we discuss connections between differential equations and the creation, understanding, or analysis of works in visual arts or design. We discuss the topics of radioactive decay, the envelope of a one-parameter family of differential equations, the differential equation derivation of the cycloid and the catenary, and Whewell equations. We examine applications to painting, architecture, string art, banknote engraving, jewellery design, lighting design, and algorithmic art.

Comments

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DOI

10.1080/17513472.2017.1373326

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