Introduction

A series of 12 Lectures, 1 hour each.

This seminar is not an official course, so registration is not required, and no university credit will accrue. Continuing Education credits may be earned for documented attendance, but details will have to be worked out with the AIA.

Description

Application of cutting-edge mathematical techniques to architectural design. Fractals and algorithmic processes. Cellular automata that generate the Sierpinski carpet. Harmony-seeking computations. Generative codes, and their difference from static New Urbanist codes.

Syllabus

011 Recursion and the Fibonacci sequence. Universal scaling.
02 Fractals and the Sierpinski gasket.
03 Universal distribution of sizes.
04 Generating a Sierpinski carpet with a 1-D cellular automaton.
05 Harmony-seeking computations.
06 Alexander’s 15 Fundamental Properties.
07 Biologically-inspired computation and genetic algorithms.
08 Emergent systems. Artificial Life.
09 Symmetry production and symmetry breaking.
10 Generative codes and their application to building and urban morphology.
11 DPZ New Urbanist codes and the Transect.
12 Implementation of generative codes in design.

 

  • 1. Lecture 1 offered to Mysore School of Architecture, India, via a distance-lecture by Nikos Salingaros