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authorSimon-Kor <52245124+Simon-Kor@users.noreply.github.com>2024-09-23 03:05:41 +0200
committerSimon-Kor <52245124+Simon-Kor@users.noreply.github.com>2024-09-23 03:05:41 +0200
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tree9848da3e57979a5a7e14ec99ee103cfa079e6fcb /library/topology/continuous.tex
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\import{function.tex}
\import{set.tex}
+\subsection{Continuous}\label{form_sec_continuous}
+
\begin{definition}\label{continuous}
$f$ is continuous iff for all $U \in \opens[Y]$ we have $\preimg{f}{U} \in \opens[X]$.
\end{definition}