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chris spencer edited Lectures and notes.tex
about 10 years ago
Commit id: fe58381b91eff634959259391a4712ee19764db8
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\item
essential singularity: when 1 or 2 dont apply
\end{enumerate}
lemma: if $f$ has a removable singularity at $z_0$ then the $\lim_{z\to
z_0}f(z)$ z_0} f(z)$ exists and extends $f$ to an analytic function at $z_0$.