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Julia set

   Also found in: Wikipedia 0.01 sec.
Julia set [′jül·yə ‚set]
(mathematics)
For a polynomial,p, with degree greater than 1, the Julia set ofpis the boundary of the set of complex numbers,z, such that the sequencep(z),p2(z), …,pn(z), … is bounded, wherep2(z) =p[p(z)], and so forth.


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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.
Recycled buttons made the perfect, low-cost material and Julia set up hOle, her button jewellery enterprise.
Topics include conformal automorphisms of finitely connected regions, meromophic functions with two completely invariant domains, residual Julia sets of rational and transcendental functions, generalizations of uniformly normal families, fractal measures and ergodic theory of transcendental meromorphic functions, and, of course, Baker domains.
 
 
 
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