| Introduction / Michele Emmer |
| Mathematics and Aesthetics / Section 1： |
| The Phenomenology of Mathematical Beauty / Gian-Carlo Rota1： |
| Mathematical Beauty and the Evolution of the Standards of Mathematical Proof / James W. McAllister2： |
| Aesthetics for Computers, or How to Measure Harmony / Jaroslav Nesetril3： |
| Visual Mathematics: Mathematics and Art / 4： |
| Geometry and Art / Section 2： |
| Life Through Art / Carmen Bonell5： |
| John Robinson's Symbolic Sculptures: Knots and Mathematics / Ronald Brown6： |
| Geometries of Curvature and Their Aesthetics / Brent Collins7： |
| Poetry in Curves: The Guggenheim Museum in Bilbao / Giusppa Di Cristina8： |
| Eightfold Way: The Sculpture / Helaman Ferguson ; Claire Ferguson9： |
| The Geometric Aesthetic / George W. Hart10： |
| Art and the Age of the Sciences / Charles Perry11： |
| Some Aspects of the Use of Geometry in My Artistic Work / Sylvie Pic12： |
| Mathematics and Art / Section 3： |
| Local/Global in Mathematics and Painting / Capi Corrales Rodriganez ; Laura Tedeschini-Lalli13： |
| Visual Knots: Concerning Geometry and Visuality in the Work of Marcel Duchamp / Manuel Corrada14： |
| Lunda Symmetry: Where Geometry Meets Art / Paulus Gerdes15： |
| Four-Dimensional Space or Space-Time? The Emergence of the Cubism-Relativity Myth in New York in the 1940s / Linda Dalrymple Henderson16： |
| "Reverse Perspective": Historical Fallacies and an Alternative View / Clemena Antonova ; Martin Kemp17： |
| Four-Dimensional Projection: Art and Reality / Tony Robbin18： |
| Rational Design versus Artistic Intuition in Stained-Glass Art / Tomas Garcia Salgado19： |
| Geometry, Computer Graphics, and Art / Section 4： |
| Dynamics, Chaos, and Design / Michael Field20： |
| Paul Klee on Computer: Biomathematical Models Help Us Understand His Work / Roberto Giunti21： |
| Parameterized Sculpture Families / Carlo H. Sequin22： |
| The Aesthetic Value of Optimal Geometry / John M. Sullivan23： |
| Mathematics, Visualization, and Cinema / Section 5： |
| Mathematics and Cinema / 24： |
| Some Organizing Principles / Peter Greenaway25： |
| Figures and Characters in the Great Book of Nature / Jean-Marc Levy-Leblond26： |
| Circle Packings and the Sacred Lotus / Tibor Tarnai ; Koji Miyazaki27： |
| Meander Mazes on Polysphericons / Anthony Phillips28： |
| Contributors |
| Name Index |
| Subject Index |
| Introduction / Michele Emmer |
| Mathematics and Aesthetics / Section 1： |
| The Phenomenology of Mathematical Beauty / Gian-Carlo Rota1： |
| Mathematical Beauty and the Evolution of the Standards of Mathematical Proof / James W. McAllister2： |
| Aesthetics for Computers, or How to Measure Harmony / Jaroslav Nesetril3： |
| Visual Mathematics: Mathematics and Art / 4： |
