Inspired by John Conway's Game of Life, the Life Creation Model is a cellular automaton that demonstrates how simple rules can generate complex patterns. By introducing an "Elder" system, the project adds depth and resilience to evolving cell behaviors.Continue reading
A project exploring the use of triangular hexagon grids to experiment with visual design through color constraints and mathematical rules.Continue reading
This experiment explores Epicycloids and Hypocycloids, inspired by traditional folk art and natural shapes. With adjustable settings for repetitions, speed, and circle sizes, it introduces a more organic, human touch to the geometry.Continue reading
The exploration of using isomorphism as a form of aesthetic expression focuses on how human unpredictability interacts with mathematical principles. While the shapes of the graphs can be freely reorganized manually, their underlying structure remains consistent.Continue reading
By applying the principles of Steering Behaviors, the visual compositions simulate dynamics—wandering, following, queuing, and socializing—through geometric shapes, offering an aesthetic exploration of social behavior in public spaces.Continue reading
This project combines simple mathematical functions to generate complex sawtooth Lissajous curves, explained here through dynamic Processing visualizations that allow interaction with various frequencies and scales.Continue reading
Creating textured, organic lines in Processing uses parameters like displacement, noise, and recursion depth. This experimental technique blends mathematical concepts with randomness to produce rough textures, adding a human element to digital drawings.Continue reading
This project deconstructs data into artistic compositions by arranging lines, colors, and shapes in unconventional ways, highlighting data's potential as a medium for visual expression.Continue reading
Patterns are created by adjusting the frequency and size of Lissajous curves. It integrates learning geometry concepts with creating visually engaging sketches.Continue reading
The relationship among squares, triangles, and circles evolves as particles interact, with line thickness and intensity changing based on distance. This dynamic interaction creates natural and aesthetic compositions of geometric forms.Continue reading