My work in CG animation – the Boilt Pixels series (2001), the Cosmic String series (2002) – were conceived via the placement of seed numbers into parametric generators: graphic equivalents of x, y, and z axes, and colour definitions, - key frames were interpolated using motion math, new x, new y, new z, colour definitions and pre-defined end points. The seed numbers werepinched from calculations derived from the dynamics of quantum fluctuations in a vacuum. These works were part of a long term study into the relationship of binary language to life processes and animated imagery.
My first works in digital animation, in 1999, were studies in L-Systems, essentially morphogenetic algorithms — growth patterns, mathematical interpreted, of skeletal frames – in the case of L-Systems these algorithms are the numbers of the stems, branches, leaf patterns, etc. of plants. These earlier experiments applied constraints and possibilities to 3D forms, playing, riffing, morphing off of the reiterations that make up growth.
These 3D environments were then animated and image sequenced to video.
“Our typical response to a disturbing new environment is to re-create the old environment instead of heeding the new opportunities of the new environment. Failure to notice the new opportunities is also failure to understand the new powers...” Marshall McLuhan
How so? By the dependence on equivalences, by an indeterminate nature –impossible similitude pushed through continual (extravagant and ultimately baroque) electronic switches, allowing and disallowing in computative procedural commands – stamping a passport to the strange.
The code of the binary needs to be engaged with directly from the perspective of the most basic rhetoric – that of yes and no; a profound yet simple logic that can emulate the most complex of analog presentations. It was Leibniz, the founder of modern symbolic logic, who developed the system that John von Neumann would use 300 years later to build the first digital computers. Leibniz was a visionary whose keen desire was to emulate the Visio Dei – the all-at-onceness of the vision of God – inclusive of all pattern.
— One of a set of independent variables that express the coordinates of a point.
— Deterministic L-systems: simple string rewriting. In 1968, Aristid Lindenmayer, a biologist who worked with yeast and filamentous fungi, published a description of L-systems (Lindenmayer systems). These were string rewriting systems that could be used to describe the growth of a filamentous cyanobacterium (blue-green alga) called Anabaena.
Rewriting is a technique for defining complex objects by successively replacing parts of a simple initial string using a set of rewriting rules or productions (Prusinkiewicz & Lindenmayer, 1990). However, the application of L-systems took a large leap when the strings generated by the production rules were interpreted using turtle graphics by Smith (1984), so that a simple axiom and production rules could code for a relatively complex plant. This was further developed by Prusinkiewicz, Hanan and Lindenmayer in their extensive work modeling plants and trees and randomness.
In these works I am using the binary as an animate art. The subject is the processing of the data, and the data necessarily reflects a connective quality and a dial-o-matic aesthetic. The dynamics imposed, and other relative time-based visual tags, are the performances of the untoward and chance-based operations — conditioned by constraints. The art is the artifact of numbers. The image an incitement to speak a rhetoric of uncertainty and potential.
When the unity of code and representation, code for code’s sake, numbers as active and dynamic variables, are both subject and object of attention, the message of anthropomorphic representation is undermined. The transform is a support in weightlessness, a coping method of syncretic potential in an era of fundamentalisms and blinkered certainties, a sort of Proun of the hypermedia age — of data architectural processes.