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 Rychter, Zenon
year 1995
title Matematical Architectural Syntesis
source CAD Space [Proceedings of the III International Conference Computer in Architectural Design] Bialystock 27-29 April 1995, pp. 283-297
summary Extremes converge. Life blossoms on the boundary. All creative thinking, architectural or mathematical, is essentially the some. Today legions of dull computers take over the role of renaissance giants in integrating all ways of thinking. On the sensual level, computer art is often indistinguishable from computer simulations of physical processes, such as fractals representing chaos. On the logical level, all information boils down to the language of bits, sequences of O's and I's or X's and Y's if you like- there just has to be two of them, like Adam and Eve at the beginning of mankind. Creating means synthesizing, composing, constructing a whole from elements. But often the starting point, the finish, the middle stages and methods are fuzzy, vague, ill- defined-ore all yet to be discovered or conceived. It is like groping in a dark labyrinth, searched and created at the same time. There are many branches to discover and explore, many dead ends forcing retreat, no guarantee of a solution, and even no clear idea of what a solution might be. It is a trial- and-error, generate-and-test, back-and-forth, top-down and bottom-up, global and local, inductive and deductive, rigorous at times and fuzzy most of the time, ameba-like process or bunch of processes. In this, creative, perspective both architecture and mathematics become experimental sciences: as such they require laboratories. Computer systems (hardware plus software) supply today the necessary environment, ways and means. To the happy user of a general-purpose platform, straddling the architecture-mathematics boundary-with one leg on a general-purpose computer-aided design system, like AutoCAD, and the other leg on a general-purpose mathematical system, like Mathematica, the essential unity of creatively doing both architecture and mathematics is hard to overlook.
series plCAD
references Content-type: text/plain
details citation check to select
100%; open Dahlquist, G. and Bjorck, A. (1974) Find in CUMINCAD Numerical Methods , Prentice-Hall
100%; open Gleick, J. (1988) Find in CUMINCAD Chaos: making a new science , Penguin Books
100%; open Mitchell, W.J. (1979) Find in CUMINCAD Computer-aided architectural design , Van Nostrand Reinhold
100%; open Mitchell, W.J. (1990) Find in CUMINCAD The logic of architecture: design, computation, and cognition , The MIT Press
100%; open Negroponte, N. (1970) Find in CUMINCAD The architecture machine , The MIT Press
100%; open Stroustrup, B. (1993) Find in CUMINCAD The C++ programming language , Addison-Wesley
100%; open Wolfram, S. (1991) Find in CUMINCAD Mathematica: a system for doing mathematics by computer, 2nd ed. , Addison-Wesley

last changed 2000/01/24 09:08
HOMELOGIN (you are user _anon_32714 from group guest) Works Powered by SciX Open Publishing Services 1.002