Download
An application that lets you render some of the most known fractal functions, like the Mandelbrot set and many more! It comes with alot of options to further enhance your fractal experience! Its easy to use and does not require installation. A java version higher than 1.8 is required to be installed.
Features
- Over 500 fractal functions
- Plane transformations
- Color options
- Image filters
- Julia sets and Julia Map
- Orbit tracking
- 3D Heightmap
- Uses boundary tracing algorithm for faster calculation
- Perturbation Theory
- User formulas
- User compilable functions
- Domain Coloring
- Polar coordinates projection
- Mandelbrot deep zooms
Project Samples
License
GNU General Public License version 3.0 (GPLv3)Follow Fractal Zoomer
Other Useful Business Software
Enterprise-grade ITSM, for every business
Freshservice is an intuitive, AI-powered platform that helps IT, operations, and business teams deliver exceptional service without the usual complexity. Automate repetitive tasks, resolve issues faster, and provide seamless support across the organization. From managing incidents and assets to driving smarter decisions, Freshservice makes it easy to stay efficient and scale with confidence.
Rate This Project
Login To Rate This Project
User Reviews
-
This app is nice as well as fast.But here is a bug:At coordinate：Real:-2,Imaginary:0 Size:1e-16 of Mandelbrot z=z^2+c,the fractal becomes invisible though I use the Purturbation Theory.I hope it would be solved soon.I speculate that the early termination of ref calculation may be due to its derivative being too small.Reply from Fractal ZoomerEdited 2025-07-09
Hello and thank you for the review. The problem is due to the bailout value. During the perturbation calculation the first calculation of z will be evaluated as -2 because we are adding -2 and a value in the neighborhood of 1e-18. This is because of a rounding error. After this calculation we will have to rebase and start over, but since the bailout check for |z| >= 2 will be right after, the calculation will terminate without the rebase being used. The work-around is to set the bailout value to 2.00001.