This volume investigates the intricate relationship between Persian architecture and mathematics. The collection presents eight peer-reviewed papers exploring themes from symmetry in ancient structures to the complex geometric patterns found in historical monuments. It examines how mathematical ideas are expressed in architectonic structures, decorative ornament, and even modern group theory and quasi-crystalline patterns, with a focus on unique Persian monuments like domed structures and two-dimensional patterns that have garnered recent scholarly interest.

This book is a unique contribution to the study of Persian architecture in relation to mathematics, offering a collection of rigorously reviewed papers. The interdisciplinary approach and focus on specific architectural elements and mathematical concepts suggest a text aimed at scholars and researchers in both fields. Its detailed examination of monuments and patterns indicates a scholarly depth that will appeal to those with a specialized interest in the subject.