Étiquette : generativePage 3 of 3
See https://en.wikipedia.org/wiki/Klein_bottle for further information. Click to change configuration. Click on bottom-right corner for fullscreen.
Visualization of the Goldbach’s conjecture (for relatively small even numbers). The even numbers n (x-axis), vs the two nearest primes whose sum is n relative to n (y-axis)….
Another variation of the Thomas strange attractor mixed with the field of platonic solids. Here, x,y and z generate different colors and orientations. Patterns can be observed in…
Quantified Euler spirals in 3 dimensions. See https://en.wikipedia.org/wiki/Euler_spiral for mathematical explanation. Click for random rules. Click on bottom-right corner for fullscreen.
Platonic solids and waves. Click for random rules. Click on bottom-right corner for fullscreen.
Quantified Euler spirals. See https://en.wikipedia.org/wiki/Euler_spiral for mathematical explanation. Click for random rules. Click on bottom-right corner for fullscreen.
Another varation of the Thomas strange attractor mixed with the field. Here, x,y and z generate different colors and orientations. Patterns can be observed in the early stages…
This is a black and white, geometric varation of the Thomas strange attractor. Here, x,y and z define the radius, stroke and color of the circles. Patterns can…
This is a color varation of the Thomas strange attractor. Here, x,y and z are placed in the 3D RGB color space. Patterns can be observed in the…
See https://en.wikipedia.org/wiki/Thomas%27_cyclically_symmetric_attractor for mathematical explanation. Click for random particles number and random rules. Click on bottom-right corner for fullscreen. A variation of this piece is available as an…
Variation on the Euler Line. See https://en.wikipedia.org/wiki/Euler_line and https://en.wikipedia.org/wiki/Nine-point_circle for mathematical explanation Click to change seed. Press ‘space’ to pause animation. Click on bottom-right corner for fullscreen.
Generative pixel color through canonical mainly logical functions of x and y. Click for new random generation or test a personal seed. Click on bottom-right corner for fullscreen.
Generative pixel color through canonical functions of x,y and t. Click for new random generation or test a personal seed. Click on bottom-right corner for fullscreen.