nalgebra_latex 0.1.9

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

At the moment of writing some of the documentation is outdated due to the recent overhaul of the library.

Resources on LaTeX

Other useful links

License