nalgebra_latex 0.1.22

A library with several robust formatters for nalgebra::Matrix, LaTeX environments, and more
Documentation

crates.io crates.io

nalgebra extension for LaTeX

The crate provides several robust formatters for nalgebra::Matrix as well as several LaTeX environments for customization.

On top of that, the crate offers feature-gated support for nalgebra_linsys and evcxr.

Example

use nalgebra::matrix;
use nalgebra_latex::{
	fmt::{write_latex, PlainMatrixFormatter, LatexFormatter},
	latex_modes::{InlineMathMode, DisplayMathMode, InnerParagraphMode},
};

let mut s = String::new();
let m = matrix!(
	1,2,3,4;
	5,6,7,8;
	9,10,11,12;
);

write_latex::<PlainMatrixFormatter,InnerParagraphMode,InlineMathMode,_,_>(&mut s, &m).unwrap();
assert_eq!(s, r"$\begin{matrix}1&2&3&4\\5&6&7&8\\9&10&11&12\end{matrix}$");
s.clear();
write_latex::<PlainMatrixFormatter,InnerParagraphMode,DisplayMathMode,_,_>(&mut s, &m).unwrap();
assert_eq!(s, r"$$\begin{matrix}1&2&3&4\\5&6&7&8\\9&10&11&12\end{matrix}$$");

What is nalgebra?

nalgebra is a general-purpose linear algebra library with transformations and statically-sized or dynamically-sized matrices.

What is LaTeX?

LaTeX is a language for typesetting documents, especially scientific papers, and a document preparation system.

Example of .tex code

% ...
\subsection*{H}
	\glossaryentry{hadamard_product}{Hadamard product}
	\begin{adjustwidth}{1em}{}
		\textbf{Field of study}: \textit{Mathematics. Linear Algebra. Matrix theory.} \\
		\textbf{Distinct meanings in other fields of study}: \textit{unspecified.} \\
		\textbf{Definitions}:
		\begin{adjustwidth}{1em}{} \leavevmode
			\begin{framed}
				For two \hyperlink{matrix}{\textit{matrices}} $A$ and $B$ of the same \hyperlink{dimension_of_matrix}{\textit{dimension}} $m \times n$, the \beingdefined{Hadamard product} $A \circ B$ (or $A \odot B$) is a \hyperlink{matrix}{\textit{matrix}} of the same \hyperlink{dimension_of_matrix}{\textit{dimension}} as the operands, with elements given by
				\begin{equation*}
					(A \circ B)_{ij} = (A \odot B)_{ij} = (A)_{ij}(B)_{ij}.
				\end{equation*}
				
				Source: \cite{wiki_hadamard_product_matrices}.
			\end{framed}
			\begin{framed}
				Let $A$ and $B$ be $m \times n$ \hyperlink{matrix}{\textit{matrices}} with entries in $C$. The \beingdefined{Hadamard product} is defined by $[A \circ B]_{ij}=[A]_{ij}[B]_{ij}$ for all $1 \leq i \leq m$, $1 \leq j \leq n$. \\ \vspace{1em}
				
				Source: \cite{emillion}.
			\end{framed}
		\end{adjustwidth}
	\end{adjustwidth} \vspace{1em}
% ...

Output

tex output

Warning

The library is overhauled. It changes frequently and the documentation is not always available. Doc tests (examples in the documentation) generally show working code.

Resources on LaTeX

Other useful links

License