2009
DOI: 10.4305/metu.jfa.2009.2.15
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From Simple To Complex Configuration: Sustainability Of Gestalt Principles Of Visual Perception Within The Complexity Paradigm

Abstract: The paper presents a design research project developed in 2006 and in 2007 at the Computational Design Research Lab (C o D e R e L)(1). C o D e R e L isan elective graduate design research studio initiated in 2005 at the Middle East Technical University, Department of Architecture (2), to function as an integrated research and teaching structure. The double educational and research agenda of the studio aims at enhancing intellectual infrastructure for research and design in the architecture/technology interfac… Show more

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Cited by 4 publications
(4 citation statements)
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References 15 publications
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“…Common fate and connectedness became attributes of design too (Bruce V., Green P.R. & Georgeson M.A., 2003;Mennan, 2009).…”
Section: Good Continuitymentioning
confidence: 99%
“…Common fate and connectedness became attributes of design too (Bruce V., Green P.R. & Georgeson M.A., 2003;Mennan, 2009).…”
Section: Good Continuitymentioning
confidence: 99%
“…Since matrix multiplications are non‐commutative in nature (that is, an object's reflected rotation does not end up at the same place and position as its rotated reflection), it was also possible to experiment with the ordering of symmetry operations and observe that different orders resulted in different outcomes (Özcan & Akarun ). Such a rendering of the design process as incomplete was another crucial step in resisting any hierarchy between different formal states and moving beyond the framework of a ‘bounded whole’ towards the notion of a ‘serial gestalt’ (Mennan , 314–15).…”
Section: Module 3: Mapping Change – Metamorphosismentioning
confidence: 99%
“…We began the third module with a discussion around the difference between Euclidean congruence/isomorphism and topological homeomorphism (Kolarevic ). The former operates on the basis of replication and can only account for plastic deformations whereas the latter operates on the basis of repetition and can also account for elastic deformations in order for an object to be accepted as self‐equivalent (Mennan ). Accordingly, if the operation that changes a given shape A into B is one‐to‐one and continuous in both directions, it is called a topological transformation – which means that the network of relationships between parts remain the same in both A and B even if the two shapes may differ in form; that is, B repeats and therefore differs from A at the same time as it differs from and therefore repeats A.…”
Section: Module 3: Mapping Change – Metamorphosismentioning
confidence: 99%
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