Julia set

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English: The Julia set is a fractal. It was first created by the French mathematician Gaston Julia. The set was then long forgotten until Benoît Mandelbrot (who was taught by Julia in the 40s), made a work about it in the early 1980s. See also: Mandelbrot set.

Slovenščina: Juliajeva množica je fraktal. Prvi ga je opisal francoski matematik Gaston Julia. Množica je nato dolgo časa ostala pozabljena, dokler ni o njej v zgodnjih 1980-ih napisal knjige (Juliajev učenec v 40-ih). Glejte tudi: Mandelbrotova množica.

Polski: Zbiór Julii to fraktal. Pierwszy opisał i stworzył go francuski matematyk Gaston Julia. Zobacz też: Zbiór Mandelbrota

Julia-Menge	From the escape-time function	Special colour-mapping	Detail of centerpart
Detail of centerpart	Highres image	Highres image	From the reversed formula.
From the reversed formula.	From the reversed formula.	From the reversed formula.	Quaternion set, (4D).
From the reversed formula.
		Time escape Julia set from coordinate (phi-2, phi-1)	Time escape Julia set from coordinate (phi-2, 0)
Time escape Julia set from coordinate (-0.297491, -0.641051)	Image:Time escape Julia set from coordinate (0.285, 0)
Julia set for c=i made with IIM	Julia Set using z = z^2 + c, where c = -0.8+0.156i	Julia Set using z = z^10 + c where c = -0.925 + 0.19i	Julia Set using z = z^12 + c where c = -0.89511414 + 0.1i
Level curves of escape time	Filled-in Julia set	Binary decomposition of basin of attraction of infinity and finite attractor	Modified IIM
Fatou components	Modified IIM and critical orbit	Julia set of a cubic polynomial	z→z²-0.742+0.1i