Vincent Dörig
May 2020


This almost class-less CSS library turns your HTML document into a website that looks like a LaTeX document. Write semantic HTML, add <link rel="stylesheet" href=""> to the <head> of your project and you are good to go. The source code can be found on GitHub at

Getting Started

Class-based Elements

Author and Abstract

Use the following code to add an author and abstract to your document. It will look like this.

<p class="author">John Doe <br> December 7, 2020</p>

<div class="abstract">

Theorems, Definitions, Lemmas and Proofs

Theorems, definitions, lemmas and proofs are supported. Just wrap your content in a div and add the corresponding class to the element like in the following example.

<div class="theorem">...</div>
<div class="definition">...</div>
<div class="lemma">...</div>
<div class="proof">...</div>

Below are some examples.

Proofs & Theorems

The real numbers $\mathbb{R}$ are uncountable.
If $\mathbb{R}$ is countable, then [0, 1] is countable as well. Hence there exists a map C from $\mathbb{N}$ onto [0, 1] with $$C(n)=\sum_{i=1}^{\infty} c_{i}(n) 10^{-i}$$ where $c_{i}(n) \in\{0,1, \ldots, 9\},$ are the digits in decimal expansion. Now consider a real number $$x=\sum_{i=1}^{\infty} \bar{c}_{i} 10^{-i} \in[0,1]$$ with $\bar{c}_{i} \neq c_{i}(i)$. Obviously $C(n) \neq x$ for all $n \in \mathbb{N} .$ Hence $C$ is not onto. A contradiction.
If $S$ is both countable and infinite, then there is a bijection between $S$ and $\boldsymbol{N}$ itself.1
For any $s \in S,$ we let $f(s)$ denote the value of $k$ such that $s$ is the $k$ th smallest element of $S .$ This map is well defined for any $s,$ because there are only finitely many natural numbers between 1 and $s .$ It is impossible for two different elements of $S$ to both be the $k$ th smallest element of $S$. Hence $f$ is one-to-one. Also, since $S$ is infinite, $f$ is onto.


An even number plus an even number results in an even number.


A definition is a a statement of the meaning of a word or word group or a sign or symbol.2

Language Support

The labels of theorems, definitions, lemmas and proofs can be changed to other supported language by including the following snippet, linking to the desired language in addition to the main CSS file.

<link rel="stylesheet" href="" />
<html lang="es">

Take a peak at the language support demo to see how the labels of the different languages change.

HTML Elements

For a preview of all HTML elements with LaTeX.css, check out the HTML5 elements test page.

Text Formatting

This sentence is bold. If you like semantics, you might go with strong or emphasized text. If not, italic is still around. Small text is for fine print. Your copy can also be subscripted and superscripted, inserted, deleted, or highlighted. You would use a hyperlink to go to a new page. Keyboard input elements like Cmd + Shift are used to display textual user input.


Give me six hours to chop down a tree and I will spend the first four sharpening the axe. — Abraham Lincoln

Definition Lists

Definition Title One
First definition description
Binomial theorem
$$(x+y)^{n}=\sum_{k=0}^{n}\left(\begin{array}{l}n \\ k\end{array}\right) x^{n-k} y^{k}=\sum_{k=0}^{n}\left(\begin{array}{l}n \\ k\end{array}\right) x^{k} y^{n-k}$$


A sample table with a descriptive caption.
Header 1 Header 2 Header 3
Footer 1 Footer 2 Footer 3
Description 1 Description 2 Description 3
Description 1 Description 2 Description 3
Description 1 Description 2 Description 3
Example table taken from this paper on how to produce quality tables with LaTeX.
Animal Description Price ($)
Gnat per gram 13.65
Gnu stuffed 92.50
Emu stuffed 33.33
Armadillo frozen 8.99
Color names and values.
Teal #008080 hsl(180, 100%, 25%) rgb(0, 128, 128)
Goldenrod #daa520 hsl(43, 74%, 49%) rgb(218, 165, 32)
Cornflowerblue #6495ed hsl(219, 79%, 66%) rgb(100, 149, 237)
Lightcoral #f08080 hsl(0, 79%, 72%) rgb(240, 128, 128)


Mountain landscape
Mountain landscape by John Towner.


Scroll overflow

It is best to break up long equations into smaller parts, but when this isn't possible, consider wrapping the overflowing element with a class of scroll-overflow to allow scrolling on the x-axis. Large tables should also be wrapped with this class.

Below is an example of a long equation with overflow scroll.

$$(1+x)^{n}=1+n x+\frac{n(n-1)}{2 !} x^{2}+\frac{n(n-1)(n-2)}{3 !} x^{3}+\frac{n(n-1)(n-2)(n-3)}{4 !} x^{4}+\frac{n(n-1)(n-2)(n-3)(n-4)}{5 !} x^{5}+\ldots$$

1. From

2. “Definition.” Dictionary, Merriam-Webster, Accessed 18 May. 2020.