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 acadia03_035
authors Mahalingam, Ganapathy
year 2003
title Representing Architectural Design Using a Connections-Based Paradigm
doi https://doi.org/10.52842/conf.acadia.2003.269
source Connecting >> Crossroads of Digital Discourse [Proceedings of the 2003 Annual Conference of the Association for Computer Aided Design In Architecture / ISBN 1-880250-12-8] Indianapolis (Indiana) 24-27 October 2003, pp. 269-277
summary Any making, including a work of architecture, is synthetic in nature and is made by making connections. To base the core of a computational representation of architectural design on connections is to base it on the very core of making. The articulation of the core of architecture, its architectonics, should be based on articulating its connections. This paper probes how connections can serve to represent architectural design. A paradigm consists of a core cluster of concepts that, for a time period, provides a framework to articulate the issues and problems facing a field and to generate solutions. This paper offers a connections-based paradigm to represent architectural design computationally. A number of connections-based strategies for the representation of architectural design have emerged. Modeling frameworks that have been identified include dendograms, bipartite graphs, adjacency graphs, plan graphs, planar graphs, Hasse diagrams, Boolean lattices, and Bayesian networks. These modeling frameworks have enabled the representation of many aspects of architectural design. Is it possible to extract a uniform modeling framework from all these frameworks that enables the computation of architectural design in all its aspects? Using biological analogies, will an integration of these modeling frameworks provide the ‘molecular’ structure of a ‘DNA’ that makes up the architectural ‘genome’? This paper will attempt to answer these questions.
series ACADIA
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100%; open Hofstadter, D. (1980) Find in CUMINCAD Gödel Escher Bach , Vintage Books Edition

100%; open Holland, J. (1975) Find in CUMINCAD Adaptation in natural and artificial systems , Ann Arbor: University of Michigan Press

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100%; open March, L. and Steadman, P. (1971) Find in CUMINCAD The geometry of environment: An introduction to spatial organization in design , RIBA Publications Ltd.

100%; open March, L. (1976) Find in CUMINCAD The architecture of form , Cambridge University Press

100%; open Rajchman, J. (2000) Find in CUMINCAD The Deleuze connections , MIT Press

100%; open Skiena, S. (1990) Find in CUMINCAD Implementing discrete mathematics: Combinatorics and graph theory with mathematica , Reading, Massachusetts: Addison Wesley

100%; open Wolfram, S. (2002) Find in CUMINCAD A new kind of science , Champaign, Illinois: Wolfram Media, Inc.

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