Bridging art and mathematics

Introduction

Tuuli Lähdesmäki, Kristóf Fenyvesi

1-25

The geometric expansion of the aesthetic sense

Daniel Cohen

29-43

On "visual implication"

outline of a theory

Sirkkaliisa Usvamaa-Routila

45-62

The unreasonable attractiveness of mathematics to artists and scientists

Axel Gelfert

63-79

Interdisciplinary application of symmetry phenomena

György Darvas

81-101

Lessons in duality and symmetry from M. C. Escher

Doris Schattschneider

105-118

The Vasarely playhouse

invitation to a mathematical and combinatorial visual game

Slavik Jablan, Ljiljana Radovic

119-151

Fractal art

closer to heaven? modern mathematics, the art of nature, and the nature of art

Charalampos Saitis

153-163

Cultural insights from pattern symmetries

Dorothy K. Washburn, Donald W. Crowe

165-180

Interweaving geometry and art

examples from Africa

Paulus Gerdes

181-195

Models of surfaces and abstract art in the early twentieth century

Angela Vierling-Claassen

199-207

The grid

as a starting point and an end point of ornament

Satu Kähkönen

209-218

Alice Boner and the geometry of temple cave art of India

Robert V. Moody

219-231

Art with a double meaning

István Orosz

235-248

Quantum sculpture

art inspired by the deeper nature of reality

Julian Voss-Andreae

249-263

Artformer geometry

Antal Kelle

265-273

Aesthetics of geometry and the problem of representation in monument sculpture

Tuuli Lähdesmäki

275-290