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\subsection{Math-Commands}
All these have to be executed in the math environment.
\begin{itemize}
    \item \verb|\R| Prints $\R$. Same goes for \verb|\C| printing $\C$, etc.
    \item \verb|\floor|\{\textit{math}\} Round down symbol, e.g. $\floor{n}$
    \item \verb|\ceil|\{\textit{math}\} Round up symbol, e.g. $\ceil{n}$
    \item \verb|\Leftrightarrowequiv| Equivalence transformation symbol, $\Leftrightarrowequiv$.
    \item \verb|\Rightarrowequiv| Equivalence transformation symbol, $\Rightarrowequiv$.
    \item \verb|\Leftarrowequiv| Equivalence transformation symbol, $\Leftarrowequiv$.
    \item \verb|\defAs| Define as, i.e. $\defAs$
    \item \verb|\defEquiv| Define as, but with a two-sided implication instead of equality, i.e. $\defEquiv$
    \item \verb|\defImplies| Define as, but with one-sided implication, i.e. $\defImplies$
    \item \verb|\divider| Divider or divides symbol, e.g. $a \divider b$
    \item \verb|\lcm| Least common multiple, $\lcm$
    \item \verb|\arcsinh| Inverse of hyperbolic sine, $\arcsinh$
    \item \verb|\arccosh| Inverse of hyperbolic cosine, $\arccosh$
    \item \verb|\arctanh| Inverse of hyperbolic tangent, $\arctanh$
    \item \verb|\limit|\{\textit{math}\}\{\textit{math}\} Shortened limit notation, $\displaystyle \limit{x}{x_0}$
    \item \verb|\limni| Shortened limit notation for $n \rightarrow \infty$, $\displaystyle \limni$
    \item \verb|\liminfni| Shortened limit inferior notation for $n \rightarrow \infty$, $\displaystyle \liminfni$
    \item \verb|\limsupni| Shortened limit superior notation for $n \rightarrow \infty$, $\displaystyle \limsupni$
    \item \verb|\diff|\{\textit{math}\} Derivative, $\displaystyle \diff{x}$
    \item \verb|\diffn|\{\textit{math}\}\{\textit{math}\} Higher derivative, $\displaystyle \diffn{x}{2}$
    \item \verb|\pardiff|\{\textit{math}\} Partial derivative, $\displaystyle \pardiff{x}$
    \item \verb|\pardiffn|\{\textit{math}\}\{\textit{math}\} Higher partial derivative, $\displaystyle \pardiffn{x}{2}$
    \item \verb|\sequence|\{\textit{math}\} Sequence, $\sequence{x}$
    \item \verb|\series|\{\textit{math}\}\{\textit{math}\} Series, prints \verb|\series{x}{2x}| as, $\series{x}{2x}$
    \item \verb|\elementstack|\{\textit{math}\}\{\textit{math}\} Stack two elements on top of eachother. Uses \verb|\genfrac| under the hood.
          Can be used for example in limits as an alternative to \verb|\atop| or \verb|\substack|.
\end{itemize}

