Graham Wakefield
[page under construction]
Iterative function spaces

An exploration of iterative function systems in 3D. A set of 216 points are iterated per frame according to the nonlinear system:
- x1 = (1 + abs( a*y + z - c )) % d
- y1 = (1 + abs( b*x - y - c )) % d
- z1 = (1 + abs( -x - c )) % d
To break the chaotic symmetry, coefficients are varied smoothly over time, and per point. The result is a gradual emergence and decoherence of complex spatial structures.

Chladni 2D/3D
Here is a Max patche to simulate a Chladni plate pattern in 2D, and here is one that speculates what the equivalent might be for 3D.


