Exploring recursive pattern generation through WebGL shaders and noise functions.
Fractal Experiments is a series of real-time visualization projects exploring mathematical patterns through recursive algorithms. Using WebGL shaders and noise functions, these experiments demonstrate how simple iterative calculations can produce complex, infinitely detailed structures.
The project includes both classic fractals like Mandelbrot and Julia sets, as well as custom recursive patterns created through custom shader formulas. All visualizations are GPU-accelerated for real-time interaction.
The core engine uses GLSL shaders to perform recursive calculations directly on the GPU, allowing for high-performance rendering of complex fractals.
Real-time animations demonstrate the evolution of fractal patterns over time through parameter interpolation and noise fields.
Fluid dynamics simulation using particle systems and Perlin noise fields.
View Project →Raycasting visualization of light refraction through interactive geometry.
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