Julia Generator

Julia sets are fractals formed by taking values (z_n) from the complex plane and plugging them into the iterative function:

      z_n = z_n^2 + c

Values of z for which this function approaches infinity are outside the set, and are given brightness based on how long they took to diverge. Values whose "absolute value" is bounded by 2 are in the set, and are colored black.

For values of c in the Mandelbrot set (black in the navigator window), the corresponding Julia set is fully connected. For values outside the Mandelbrot set, the Julia set is "fully discontinuous". 

Parameter Explanation:

Draw Depth: The number of iterations for each pixel. Higher values reflect higher precision, but may result in a fairly dark set that is hard to see.

Power: The exponent used in the iterative function.