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Fixed up notation mistake.
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Bokuan Li
2026-06-24 22:36:08 -04:00
parent 177ed32433
commit 460c84a483
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src/fa/notation.tex
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@@ -48,7 +48,7 @@
$\mathrm{Reg}([a,b], G; E)$ & Regulated functions w.r.t.\ $G$ on $[a,b]$. & \autoref{definition:regulated-function} \\ $\mathrm{Reg}([a,b], G; E)$ & Regulated functions w.r.t.\ $G$ on $[a,b]$. & \autoref{definition:regulated-function} \\
$\mu_G$ & Lebesgue-Stieltjes measure associated with $G$. & \autoref{definition:riemann-lebesgue-stieltjes} \\ $\mu_G$ & Lebesgue-Stieltjes measure associated with $G$. & \autoref{definition:riemann-lebesgue-stieltjes} \\
$\int_\gamma f$, $\int_\gamma f(z)dz$ & Path integral of $f$ with respect to $\gamma$. & \autoref{definition:path-integral} \\ $\int_\gamma f$, $\int_\gamma f(z)dz$ & Path integral of $f$ with respect to $\gamma$. & \autoref{definition:path-integral} \\
$PI([a, b], \gamma; E)$ & Space of path integrable functions with respect to $\gamma$. & \autoref{definition:path-integral} $PI([a, b], \gamma; E)$ & Space of path integrable functions with respect to $\gamma$. & \autoref{definition:path-integral} \\
% ---- Convex Functions ---- \\ % ---- Convex Functions ---- \\
$\partial f(x)$ & Subdifferential of $f$ at $x$. & \autoref{definition:subgradient} \\ $\partial f(x)$ & Subdifferential of $f$ at $x$. & \autoref{definition:subgradient} \\
$f^*$ & Conjugate function of $f$. & \autoref{definition:conjugate-function} \\ $f^*$ & Conjugate function of $f$. & \autoref{definition:conjugate-function} \\