<html><head><meta name="color-scheme" content="light dark"></head><body><pre style="word-wrap: break-word; white-space: pre-wrap;">%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
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%%%%%    Complex Variables
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%%%%%		The following are contained in LaTeXGeneral
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%\newcommand{\ImPrt}[1]{\mathit{Im}(#1)} 		% imaginary part of complex number #1
%\Annotate[text]{\ImPrt}{imaginary part of complex number \(#1\)}
%\newcommand{\RePrt}[1]{\mathit{Re}(#1)} 		% real part of complex number #1
%\Annotate[text]{\RePrt}{real part of complex number \(#1\)}
%\newcommand{\CCnjgt}[1]{\overline{#1}}							% complex conjugate of #1
%\Annotate[text]{\CCnjgt}{complex conjugate of \(#1\)}
%\newcommand{\CAbs}[1]{\left\vert #1 \right\vert}		% absolute value of complex number #1
%\Annotate[text]{\CAbs}{absolute value of complex number \(#1\)}
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%%%%%		End of stuff contained in LaTeXGeneral
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\newcommand{\CNorm}[1]{\left\Vert #1 \right\Vert}		% complex norm of complex vector #1
\Annotate[text]{\CNorm}{norm of complex vector \(#1\)}
%
\newcommand{\uDskC}{\mathbb{D}}						% unit disk in C
\Annotate[text]{\uDskC}{unit disk in \(\CNr\)}
\newcommand{\uDskCSpc}[1]{\mathbb{D}^{#1}}		% closed unit disk in C^{#1}
\Annotate[text]{\uDskCSpc}{closed unit disk in \(\CNr^{#1}\)}
%
%
\newcommand{\TCDrvtv}[2]{D_{#2}#1}								% total complex derivative of #1 at #2
\Annotate[text]{\TCDrvtv}{total complex derivative of \(#1\) at \(#2\)}
\newcommand{\TCDrvtvOf}[3]{D_{#2}#1(#3)}					% total complex derivative of #1 at #2, applie to vector #3
\Annotate[text]{\TCDrvtvOf}{total complex derivative of \(#1\) at \(#2\), applied to vector \(#3\)}
\newcommand{\PCDrvtv}[2]{\tfrac{\partial #1}{\partial #2}}						% partial derivative of #1 wrt #2 at #3
\Annotate[text]{\PCDrvtv}{complex partial derivative of \(#1\) with respect to \(#2\)}
\newcommand{\DPCDrvtv}[2]{\dfrac{\partial #1}{\partial #2}}						% derivative of #1 wrt #2 at #3 (display version)
\Annotate[text]{\DPCDrvtv}{complex partial derivative of \(#1\) with respect to \(#2\)}
\newcommand{\PCDrvtvOf}[3]{\tfrac{\partial #1}{\partial #2}(#3)}				% partial derivative of #1 wrt #2 at #3
\Annotate[text]{\PCDrvtvOf}{complex partial derivative of \(#1\) with respect to \(#2\) at \(#3\)}
\newcommand{\DPCDrvtvOf}[3]{\dfrac{\partial #1}{\partial #2}(#3)}			% derivative of #1 wrt #2 at #3 (display version)
\Annotate[text]{\DPCDrvtvOf}{complex partial derivative of \(#1\) with respect to \(#2\) at \(#3\)}
\newcommand{\PCDrvtvCoord}[3]{\frac{\partial #1}{\partial #2}#3}			% partial derivative of #1 wrt #2 at #3
\Annotate[text]{\PCDrvtvCoord}{complex partial derivative of \(#1\) with respect to \(#2\) at \(#3\)}
\newcommand{\DPCDrvtvCoord}[3]{\dfrac{\partial #1}{\partial #2}#3}		% derivative of #1 wrt #2 at #3 (display version)
\Annotate[text]{\DPCDrvtvCoord}{complex partial derivative of \(#1\) with respect to \(#2\) at \(#3\)}
%
\newcommand{\CPwrSrs}[1]{#1}															% power series #1
\newcommand{\CPwrSrsOf}[2]{#1\left(#1\right)}							% power series #1 of #2
%
%		deprecated
\newcommand{\CDsk}[2]{D\left(#1,#2\right)}					% disk in C, centered at #1 of radius #2
\Annotate[text]{\CDsk}{disk in \(\CNr\), centered at \(#1\) of radius \(#2\)}</pre></body></html>