Julia set


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Ju·li·a set

 (jo͞o′lē-ə)
n.
For any holomorphic function on a complex plane, the boundary of the set of points whose result diverges when the function is iteratively evaluated at each point.

[After Gaston Julia (1893-1978), French mathematician.]
References in periodicals archive ?
In a theory of fractal sets it is called a Julia set (e.
It is also illegal to possess " Julia set about learning everything she coul mussels or pearls collected.
k=0)] is equicontinuous with respect to the chordal metric and the Julia set is defined as the complement of the Fatou set.
The original Julia set, for example, used by Mandelbrot, is based on iteration with complex numbers, possibly a Year 11 or 12 topic.
Julia set up the charity after the death of a close friend's little girl Cameron Lord at the age of two, and of the death not long before of the tot's small cousin, Hayden Lord.
A Julia set consists of those orbits that hop around or cycle between various values.
1 for a singular continuous measure supported on a real Julia set (to be introduced in the following).
By making understandable topics ranging from common fractions to a Julia set, Darling ushers readers into the world of recreational mathematics.
They may have gotten there anyway, but Julia set the standard and laid the groundwork.
Julia set up Wu Cosmetics six years ago, making products from traditional Chinese herbal ingredients.
With the support of her family, friends and boyfriend, Julia set about rebuilding her life and the confidence which played such a big part in it.