CumInCAD is a Cumulative Index about publications in Computer Aided Architectural Design
supported by the sibling associations ACADIA, CAADRIA, eCAADe, SIGraDi, ASCAAD and CAAD futures

PDF papers
References
id ijac201816103
authors Alani, Mostafa W.
year 2018
title Algorithmic investigation of the actual and virtual design space of historic hexagonal-based Islamic patterns
source International Journal of Architectural Computing vol. 16 - no. 1, 34-57
summary This research challenges the long-standing paradigm that considers compositional analysis to be the key to researching historical Islamic geometric patterns. Adopting a mathematical description shows that the historical focus on existing forms has left the relevant structural similarities between historical Islamic geometric patterns understudied. The research focused on the hexagonal-based Islamic geometric patterns and found that historical designs correlate to each other beyond just the formal dimension and that deep, morphological connections exist in the structures of historical singularities. Using historical evidence, this article identifies these connections and presents a categorization system that groups designs together based on their “morphogenetic” characteristics.
keywords Islamic geometric patterns, morphology, computations, digital design, algorithmic thinking
series journal
email
full text file.pdf ( bytes)
references Content-type: text/plain
Details Citation Select
100%; open Abas S.J. and Salman A.S. (1995) Find in CUMINCAD Symmetries of Islamic geometrical patterns , Singapore: World Scientific

100%; open Alani M.W. (2016) Find in CUMINCAD Morphological code of historical geometric patterns , Proceedings of the 8th ASCAAD conference, London, 7–8 November 2016

100%; open Alani M.W. and Barrios C.R. (2015) Find in CUMINCAD A parametric description for metamorphosis of Islamic geometric patterns , Proceedings of the 20th international conference of the association for computer-aided architectural design research in Asia, Daegu, South Korea, 20–22 May 2015

100%; open Aljamali A. and Banissi E. (2003) Find in CUMINCAD Normalization and exploration design method of Islamic geometric patterns , Proceedings of the 2003 international conference on geometric modeling and graphics, London, 16–18 July 2003, pp. 42–48. New York: IEEE

100%; open Broug E. (2008) Find in CUMINCAD Islamic geometric patterns , London: Thames & Hudson

100%; open Broug E. (2013) Find in CUMINCAD Islamic geometric design . 1st ed. , London: Thames & Hudson

100%; open Chorbachi W.K. (1989) Find in CUMINCAD In the tower of Babel: beyond symmetry in Islamic design , Comput Math Appl; 17(4): 751–789

100%; open Creswell K.A.C. (1919) Find in CUMINCAD Some newly discovered ??l?nide Ornament , Burlington Mag Connoiss; 35: 180–188.

100%; open Deleuze G. (1993) Find in CUMINCAD The fold: Leibniz and the Baroque , Minneapolis, MN: University of Minnesota Press

100%; open Deleuze G. (1994) Find in CUMINCAD Difference and repetition , New York: Columbia University Press

100%; open Deleuze G. and Guattari F. (1988) Find in CUMINCAD A thousand plateaus: capitalism and schizophrenia , London: Bloomsbury Publishing

100%; open Djibril M.O. and Thami R.O.H. (2008) Find in CUMINCAD Islamic geometrical patterns indexing and classification using discrete symmetry groups , J Comput Cult Herit; 1(2): 10

100%; open El-Said I. and Parman A. (1976) Find in CUMINCAD Geometric concepts in Islamic art , Dale Seymour Publications

100%; open El-Said I., El-Bouri T. and Critchlow K. (1993) Find in CUMINCAD Islamic art and architecture: the system of geometric design , Reading: Garnet Publishing Ltd

100%; open Groat L and Wang D. (2002) Find in CUMINCAD Architectural research methods , Berlin: Springer

100%; open Hill D. and Grabar O. (1967) Find in CUMINCAD Islamic architecture and its decoration AD 800–1500: a photographic survey , Fabriano: Faber

100%; open Izadi A., Rezaei M. and Bastanfard A. (2010) Find in CUMINCAD A computerized method to generate complex symmetric and geometric tiling pat- terns , Plemenos D. and Miaoulis G. (eds) Intelligent computer graphics. Berlin: Springer, 2010, pp. 185–210

100%; open Jones O. (1868) Find in CUMINCAD The grammar of ornament , London: Bernard Quaritch Ltd

100%; open Kaplan C.S. and Salesin D.H. (2004) Find in CUMINCAD Islamic star patterns in absolute geometry , ACM T Graphic; 23(2): 97–119

100%; open Kaplan C.S. (2005) Find in CUMINCAD Islamic star patterns from polygons in contact , Proceedings of the graphics interface, Victoria, BC, 9–11 May 2005, pp. 177–185. New York: ACM

last changed 2019/08/07 14:03
pick and add to favorite papersHOMELOGIN (you are user _anon_268006 from group guest) CUMINCAD Papers Powered by SciX Open Publishing Services 1.002