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Added missing citation for the C0 Riesz representation theorem.
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Bokuan Li
2026-03-20 00:05:57 -04:00
parent aa4756e941
commit 1d9f537b86
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src/measure/radon/c0.tex
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@@ -47,7 +47,7 @@
is an isometric isomorphism. is an isometric isomorphism.
\end{theorem} \end{theorem}
\begin{proof} \begin{proof}[Proof {{\cite[Theorem 7.17]{Folland}}}. ]
Let $f \in C_0(X; \complex)$, then Let $f \in C_0(X; \complex)$, then
\[ \[
\abs{\int f d\mu} \le \int \norm{f}_u d\mu \le \norm{f}_u \cdot |\mu|(X) \abs{\int f d\mu} \le \int \norm{f}_u d\mu \le \norm{f}_u \cdot |\mu|(X)