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Description: Parameter space image of pauldelbrot's formula for his great image fractured_mirror_2 (https://fractalforums.org/fractalmathematicsandnewtheories/28/juliaandparameterspaceimagesofpolynomials/2786/msg14274#msg14274). f(z)=(0.5+1i)*z^2*(zc) / (1z*c) Stats: Views: 95 Total Favorities: 0 View Who Favorited Filesize: 1.63MB Height: 2048 Width: 2048 Posted by: marcm200 May 14, 2019, 10:06:30 PM Rating: by 3 members. Total Likes: 2 Image Linking Codes


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gerson  May 21, 2019, 04:52:39 PM Liked it a lot. Great colors. 
marcm200  June 09, 2019, 02:26:35 PM Thanks! Yes, pauldelbrot's idea of following the fates of two (ciritcal) points and combining their outcomes into the final color gave a lot of options. 
Sabine62  June 13, 2019, 01:29:30 PM Interesting image! and agree with Gerson, great colors May I ask a noob question about the formula? what does the i stand for in f(z)=(0.5+1i)*z^2*(zc) / (1z*c) ? I do not have the heart to ask in that thread... 
pauldelbrot  June 13, 2019, 02:56:25 PM \( \sqrt{1} \) 
Sabine62  June 13, 2019, 11:15:12 PM Ohh the imaginary part... Thank you very much, pauldelbrot! 