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Journal of Information Security and Applications, 2020
JITHIN K C, S. Sankar
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JITHIN K C, S. Sankar
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Fuzzy superior mandelbrot sets
Soft Computing, 2022Tahir Mahmood, Zeeshan Ali
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Julia Sets and the Mandelbrot Set
1986Quadratic Julia sets, and the Mandelbrot set, arise in a mathematical situation which is extremely simple, namely from sequences of complex numbers defined inductively by the relation $$z_n + = z_n^2 + c,$$ where c is a complex constant. I must say that, in 1980, whenever I told my friends that I was just starting with J.H.
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Complex Dynamics:Julia Sets and the Mandelbrot Set
2010Some examples of filled-in Julia sets. For a complex number c, the filled-in Julia set is the set of those points in ? whose orbits under the function z 2 + c do not approach infinity. The upper left image is the filled-in Julia set where c = −0.123 + 0.745 i, known as Douady’s rabbit; in this case there is an attracting 3-cycle.
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