# A space-separated list of the mjotex files that you use. The path to
# mjotex must be contain in your $TEXINPUTS environment variable.
-MJOTEX = mjo-algorithm.tex mjo-arrow.tex mjo-common.tex mjo-cone.tex
-MJOTEX += mjo-convex.tex mjo-font.tex mjo-linear_algebra.tex mjo-listing.tex
-MJOTEX += mjo-misc.tex mjo-proof_by_cases.tex mjo-theorem.tex
+MJOTEX = mjo-algorithm.tex mjo-arrow.tex mjo-common.tex mjo-complex.tex
+MJOTEX += mjo-cone.tex mjo-convex.tex mjo-font.tex mjo-linear_algebra.tex
+MJOTEX += mjo-listing.tex mjo-misc.tex mjo-proof_by_cases.tex mjo-theorem.tex
MJOTEX += mjo-theorem-star.tex mjo-topology.tex mjo.bst
# Use kpsewhich (from the kpathsea suite) to find the absolute paths
\end{align*}
\end{section}
+ \begin{section}{Complex}
+ We sometimes want to conjugate complex numbers like
+ $\compconj{a+bi} = a - bi$.
+ \end{section}
+
\begin{section}{Cone}
The dual cone of $K$ is $\dual{K}$. Some familiar symmetric cones
are $\Rnplus$, $\Lnplus$, $\Snplus$, and $\Hnplus$. If cones
--- /dev/null
+% Operations used when dealing with complex numbers.
+
+% The complex conjugate of its argument.
+\providecommand*{\compconj}[1]{ \overline{#1} }