FractalExpansion Algorithm

Explore advanced fractal patterns generated through unique algorithms, designed to transform simple shapes into intricate designs.

Fractal Triangle Expansion with Heron's Formula (FTEAH)

This algorithm uses Heron's formula to create fractal patterns within triangles, applying iterative scaling to achieve complexity.

Fractal Circle Expansion with Pi (FCEAA)

Using radial symmetry, this algorithm scales circular shapes to produce stunning layers of fractal designs.

Fractal Square Expansion with Area Calculation (FSEAA)

Expands squares into grid-like fractal patterns, ideal for applications in digital art and architecture.

Fractal Octagon Expansion with Symmetry (FOEAS)

Applies symmetrical transformations to octagons, creating visually striking fractal patterns.

Fractal Polygon Expansion (FPEAA)

Generalizes fractal expansion to any polygon, forming intricate, self-similar shapes.