A fractal exploration program with many types of fractals, such as the Mandelbrot set, the 3D Sierpinski triangle, and the Newton fractal (full list below).
Features a fully navigable interface with editable values for custom fractals.
Programmed entirely from scratch in Java, importing only Swing and AWT graphics libraries for the interface.
The program currently has 12 distinct fractals, but more combinations can be created by exploring the multibrot and Julia sets of each fractal. Fractals can be rendered using probabilistic plots of the trajectories of points that did or did not escape to infinity.
- Mandelbrot
- Tricorn
- Burning Ship
- Newton (z^3 - 1, but code supports more functions)
- Mandelbox (cross-section view)
- Sierpinski Triangle
- Sierpinski Triangle 3D
- Tadpole
- Appearance of repeating shapes that look like tadpoles
- Flatworm
- Appearance of mandelbrot without the trailing "tail"
- Duck
- Appearance of a duck from above. Julia set goes to infinity on the real axis in a wave
- Astronaut
- For Brandon H. Appearance of "Among Us" characters
- Alfaro
- Odd values of
powerhave alternating long and short gradients
- Odd values of
