By Reza Sarhangi (eds.)

ISBN-10: 3034805063

ISBN-13: 9783034805063

ISBN-10: 3034805071

ISBN-13: 9783034805070

This volulme gains 8 unique papers devoted to the subject “Persian structure and Mathematics,” visitor edited by way of Reza Sarhangi. All papers have been authorized via a rigorous means of blind peer evaluate and edited by way of an interdisciplinary medical editorial committee. themes diversity from symmetry in old Persian structure to the frilly geometric styles and complicated three-d constructions of status monuments of historic sessions, from the expression of mathematical rules to architectonic buildings, and from ornamental decoration to the illustration of recent staff thought and quasi-crystalline styles. The articles talk about distinct monuments Persia, together with domed buildings and two-dimensional styles, that have acquired major scholarly awareness in recent times. This ebook is a distinct contribution to reviews of Persian structure when it comes to mathematics.

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Extra resources for Persian Architecture and Mathematics

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1992. The orbifold notation for surface groups. Pp. S. , 1990), M. W. Liebeck and J. Saxl, eds. London Mathematical Society Lecture Notes Series, 165. CROMWELL, Peter R. 2009. The search for quasi-periodicity in Islamic 5-fold ornament. Mathematical Intelligencer 31: 36-56. ETTINGHAUSEN, Richard. 1979. The Taming of the Horror Vacui in Islamic Art. Proceedings of the American Philosophical Society 123: 15-28. FELTHAM, Heleanor. 2010. Lions, Silks and Silver: The Influence of Sasanian Persia. Sino-Platonic Paperss.

TIGNOL, J. P. 2001. Galois Theory of Algebraic Equationss. Singapore: World Scientific Books 2001. WEYL, H. 1939. The Classical Groups: Their Invariants and Representationss. Princeton: Princeton University Press. ———. 1950. The Theory of Groups and Quantum Mechanics (1931). Mineola, NY: Dover Publications. ———. 1952. Symmetry. Princeton: Princeton University Press. org/wiki/Frieze_group. org/wiki/Group_%28mathematics%29. [JUHEL] “Art, Architecture et Symétrie”. html (in French). org/geometry/rugs/symmetry/.

These opinions are based on the archeological evidence as well as on small variations in the vegetal and geometric patterns [Harper 1986]. Similarly, this present study views such issues in terms of the accuracy of dates of Sassanid stucco patterns as pending archeological investigation. For most buildings the date of the ornament is often the same as that of buildings’ construction; however, in other cases the building ornaments were constructed in different epochs, making it very difficult to identify stucco ornament in a proper chronological context.

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Persian Architecture and Mathematics by Reza Sarhangi (eds.)

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