(paulbourke.net) Julia set fractal

ROAM_REFS: https://paulbourke.net/fractals/juliaset/

Written by Paul Bourke
June 2001

See also: Julia set of sin(z)
Python generator: juliaset.py by Tim Meehan.

The Julia set is named after the French mathematician Gaston Julia who investigated their properties circa 1915 and culminated in his famous paper in 1918. While the Julia set is now associated with a simpler polynomial, Julia was interested in the iterative properties of a more general expression, namely z4 + z3/(z-1) + z2/(z3 + 4 z2 + 5) + c.

Local Graph

org-roam 9e614c14-79f0-4a6b-bf4b-c7db2dca0485 (paulbourke.net) Julia set fractal //paulbourke.net/fractals/ https://paulbourke.net/fractals/ 9e614c14-79f0-4a6b-bf4b-c7db2dca0485->//paulbourke.net/fractals/ //paulbourke.net/fractals/sinjulia/ https://paulbourke.net/fractals/sinjulia/ 9e614c14-79f0-4a6b-bf4b-c7db2dca0485->//paulbourke.net/fractals/sinjulia/ //paulbourke.net/fractals/juliaset/julia_set.py https://paulbourke.net/fractals/juliaset/julia_set.py 9e614c14-79f0-4a6b-bf4b-c7db2dca0485->//paulbourke.net/fractals/juliaset/julia_set.py