Category:Definitions/Julia Sets
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This category contains definitions related to Julia Sets.
Related results can be found in Category:Julia Sets.
Let $f$ be an iterated rational function defined on the extended complex plane $\overline \C$.
Definition $1$
The Julia set of $f$ is the closed subset of $\overline \C$ which is invariant under $f$.
Definition $2$
The Julia set of $f$ is the boundary of the set of those points in $\overline \C$ whose orbits under $f$ are bounded.
Pages in category "Definitions/Julia Sets"
The following 6 pages are in this category, out of 6 total.