Marcus Volz

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Marcus Volz

Marcus Volz

@marcus_volz

Data Visualization | Math Art | Computational Art

Melbourne Katılım Ocak 2012
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Marcus Volz
Marcus Volz@marcus_volz·
Presenting Math Art Part 1: Cellular Automata | Fractals | Artificial Life | Computational Systems. An 11-minute video featuring animated visualizations of iconic structures in mathematics and computation, created with #houdini and #redshift3d. youtu.be/P3UjXGW7PFA
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Marcus Volz
Marcus Volz@marcus_volz·
Presenting Math Art Part 1: Cellular Automata | Fractals | Artificial Life | Computational Systems. An 11-minute video featuring animated visualizations of iconic structures in mathematics and computation, created with #houdini and #redshift3d. youtu.be/P3UjXGW7PFA
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Marcus Volz
Marcus Volz@marcus_volz·
Further experiments with 3D continuous CA based on the system by @stephen_wolfram wolframscience.com/nks/p155--cont… Continuous cell states in [0, 1]; updated state = fractional part of (avg neighbor state + a constant); 6 neighbors; cells with states below a threshold are not drawn.
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Marcus Volz
Marcus Volz@marcus_volz·
3D totalistic cellular automata with spherical neighborhoods. Neighboring cells are within a sphere of radius r, for r=Sqrt[2] (between von Neumann and Moore), 2 and Sqrt[6], on a grid with 1 unit spacings. Cells with exactly one active neighbor become active. Steps: 120-240.
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Marcus Volz
Marcus Volz@marcus_volz·
Edit: 8 and 20 neighbors
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Marcus Volz
Marcus Volz@marcus_volz·
Two-color 26-neighbor totalistic cellular automata run for 240 steps starting from a single live cell. The first rule is from NKS p. 183 by @stephen_wolfram; in the second rule a cell becomes live if it has either one or three live neighbors. wolframscience.com/nks/p183--cell…
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Marcus Volz
Marcus Volz@marcus_volz·
3D continuous cellular automata based on the system by @stephen_wolfram in NKS wolframscience.com/nks/p155--cont… Continuous cell states in [0, 1]; new state = fractional part of (avg neighbor state + constant); von Neumann neighborhood; cells with states below a threshold are not drawn.
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Marcus Volz
Marcus Volz@marcus_volz·
Pathlines across vector fields starting from scattered points on parametric surfaces (Saddle Torus, Horn, Antisymmetric Torus). Surface equations are from the parametric surfaces and bodies section on Jürgen Meier’s homepage (3d-meier.de). #houdini #vex #redshift3d
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Marcus Volz
Marcus Volz@marcus_volz·
Fractals constructed from Platonic solids (dodecahedron, icosahedron, cube) by recursive scaling and copying onto vertices. Implemented procedurally with #houdini based on fractal construction and animation techniques by PurpleCat: youtube.com/watch?v=8bDYk5…
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