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

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id ecaade2020_372
authors Oktan, Selin and Vural, Serbülent
year 2020
title A Case Study on the Relationship between Mathematics, Geometry and Design
source Werner, L and Koering, D (eds.), Anthropologic: Architecture and Fabrication in the cognitive age - Proceedings of the 38th eCAADe Conference - Volume 1, TU Berlin, Berlin, Germany, 16-18 September 2020, pp. 489-494
summary Geometry and mathematics have always been disciplines related with architecture. As the geometry gets more complex, dealing with it becomes more intuitive. This study focuses on an exercise process, carried out with the third term undergraduate students, that searches complex geometries. The aim of this study is to make the students think over mathematical expressions as a design form and to improve their computational thinking abilities. This study takes the use of mathematics and geometry one step further in the architectural education process, and discusses that forms are not just visual values, and that their mathematical values can be used as parameters in the design process. In this context, complex three-dimensional objects that are difficult to model in three dimensions can be modelled and developed with parameters.
keywords algebraic surfaces; computational design; mathematical definitions; geometry
series eCAADe
email selinoktan@ktu.edu.tr
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100%; open Franklin, J (2009) Find in CUMINCAD Aristotelian realism. Philosophy of Mathematics , Elsevier, Amsterdam

100%; open Heidegger, M (1993) Find in CUMINCAD Modern science, metaphysics, and mathematics , Basic writings

100%; open Oxman, R (2008) Find in CUMINCAD Digital Architecture as a Challenge for Design Pedagogy: Theory, Knowledge, Models and Medium , Design Studies, 29, p. 99-120

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