Category:Unbounded Complex-Valued Functions
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This category contains results about Unbounded Complex-Valued Functions.
Definitions specific to this category can be found in Definitions/Unbounded Complex-Valued Functions.
Let $f: S \to \C$ be a complex-valued function.
Then $f$ is unbounded if and only if $f$ is not bounded.
That is, $f$ is unbounded if there does not exist a constant $K \ge 0$ such that $\cmod {f \paren z} \le K$ for all $z \in S$.
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