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

authors Serrentino, R.H., Molina, H. and Cano, S.
year 2001
title FORMAS TRIDIMENSIONALES INNOVADORAS: ARQUITECTURA BASADA EN LA TEORÍA DE NUDOS (Innovative Three-Dimensional Forms: Architecture Based on the Theory of Knots)
source SIGraDi biobio2001 - [Proceedings of the 5th Iberoamerican Congress of Digital Graphics / ISBN 956-7813-12-4] Concepcion (Chile) 21-23 november 2001, pp. 89-91
summary The theory of knots is a branch of mathematics that is in charge of studying the topological behaviour of lineal entities configuring forms in three-dimensional space. Starting from their spatial character it is possible to establish correspondences with three-dimensional forms of architectural use, constituting a stimulative tool of creativity. The objectives of this work consist on analysing how to enlarge the possibilities of computers aided architectural design (CAAD) from the theory of knots, classifying forms of knots of architectural use and developing a design procedure of architectural shapes, emphasizing concepts of structure, path and form.
series SIGRADI
full text file.pdf (371,767 bytes)
references Content-type: text/plain
details citation check to select
100%; open Adams, C.C. (1994) Find in CUMINCAD The Knot Book: An Elementary Introduction to the Mathematical Theory of knots , Ed. Freeman and Co., New York
100%; open Cerf, Corinne (1999) Find in CUMINCAD Atlas of Oriented knots and links , Ed. Universidad Libre de Bruselas, Bélgica
100%; open Reidemester (1983) Find in CUMINCAD Knot Theory , Original de 1926. Ed 1983 traducido del alemán: BCS Asoc.,Moscú

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