Chaos and Order - A Mathematic Symphony
Journey into the Language of the Universe!
“The Universe is made of math.” — Max Tegmark, MIT Physicist
Does mathematics have a color?
Does it have a sound?
Media artist Rocco Helmchen and composer Johannes Kraas try to answer these questions in their latest educational/entertainment full- dome show Chaos and Order - A Mathematic Symphony.
The show captivates audiences by taking them on a journey into a fascinating world of sensuous, ever-evolving images and symphonic electronic music.
Structured into four movements — from geometric forms, algo- rithms, simulations to chaos theory — the show explores breath- taking animated visuals of unprecedented beauty.
Experience the fundamental connection between reality and mathematics, as science and art are fused together in this immer- sive celebration of the one language of our universe.
Visualizations in Chaos and Order - A Mathematic Symphony Running time: 29, 40, or 51 minutes Year of production: 2012 Suitable for: General public 1st Movement - 2nd Movement - 3rd Movement - 4th Movement - Information about: Mathematical visualizations, fractals, music Form Simulation Algorithm Fractal
Mesh cube N-body simulation Belousov- Mandelbrot set Public performance of this show requires the signing of a License Agreement. Static cube-array Simulated galaxy- Zhabotinsky cellular Secant Fractal Symmetry: superstructures automata Escape Fractal Kaleidoscope Rigid-body dynamics Evolutionary genetic Iterated function Chaos and Order - A Mathematic Symphony Voronoi diagram Fluid dynamics art system: Recursive Platonic solids: Boids flocking Diffusion-limited fractal flames Hexahedron simulation aggregation (3D) Mandelbulb Fractal For systems projecting 1-YEAR PRODUCT 50-YEAR PRODUCT MOVIE SIZE Tetrahedron Boids flight tracks Coupled cellular Mandelbox Fractal circles that are: LICENSE CODE LICENSE CODE Octahedron Viscoelastic fluid automata Newton Fractal Icosahedron Thermodynamics Cycloid Menger sponge smaller than 2000 pixels Dodecahedron Gravity-set Diffusion-limited SMALL/MEDIUM $3,000 ROC1-S1 $4,900 ROC1-S Dynamic geodesic simulation aggregation (2D) (or prewarped) sphere-array Light-gravity Rabinovich- Dynamic cube-array simulation Fabrikant equation LARGE/X-LARGE larger than 2000 pixels $8,125 ROC1-L1 $10,550 ROC1-L 5-ring Borromaen N-body simulation: Reaction-diffusion knot galaxy collision system: Ginzburg- Geodesic sphere Landau model sliced for multiple SLICED ROC1-G1 ROC1-G Gyroid minimal Reaction-diffusion projectors $11,500 $14,950 surface system: Turing Spiral surface model Clebsch diagonal Lorenz attractor PRICES INCLUDE encoding/formatting and slicing for most fulldome systems. cubic surface Contact us for details.
LOCH NESS PRODUCTIONS P. O. BOX 924 NEDERLAND, COLORADO 80466 USA Phone: +1 303 642 7250 Toll-free: 1-888-4-NESSIE Email: [email protected] Web site: www.lochnessproductions.com Revised 27 January 2020