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Newton Fractal (extreme Big); complex root, durand kerner, fendy sutandio, newton raphson, polynomial

Newton Fractal (extreme Big)

by Ori Sonata
published on Sep 16, 2008

This is a Newton Fractal drawn using the polynomial function f(x) = x^8 + x^6 + 5i x^5 +( three + 2i )x^4 +( three + 5i )x^2 -1. The root of the polynomial is first searched using Durand-Kerner Method, then the fractal was drawn using the Newton-Raphson method. The plot range is between -3e5-3e5i and 3e5+3e5i. Bigger Picture Less Complexity, or so it seems.

  
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