Pure HTML5 implementation for LaTeX rendering with automatic discovery and bundled JavaScript distribution. Perfect for vanilla HTML pages and simple integrations.
npm install latex2html5- Zero Dependencies: Works with pure HTML - no build tools required
- Automatic Discovery: Finds and renders LaTeX content automatically
- Bundled Distribution: Single JS file includes everything needed
- Interactive Graphics: PSTricks support with sliders and animations
- Mathematical Notation: Integrated MathJax rendering
- Multiple Environments: Support for various LaTeX environments
- Easy Integration: Drop-in solution for any website
<!DOCTYPE html>
<html>
<head>
<title>LaTeX2JS Example</title>
<link rel="stylesheet" href="path/to/latex2js.css">
<script src="path/to/latex2html5.bundle.js"></script>
</head>
<body>
<h1>Mathematical Document</h1>
<script type="text/latex">
Here is some great equation:
$$x = \frac{{-b \pm \sqrt{b^2-4ac}}}{{2a}}$$
And now for a great diagram:
\begin{pspicture}(0,-3)(8,3)
\rput(0,0){$x(t)$}
\rput(4,1.5){$f(t)$}
\rput(4,-1.5){$g(t)$}
\rput(8.2,0){$y(t)$}
\rput(1.5,-2){$h(t)$}
\psframe(1,-2.5)(7,2.5)
\psframe(3,1)(5,2)
\psframe(3,-1)(5,-2)
\rput(4,0){$X_k = \frac{1}{p} \sum \limits_{n=\langle p\rangle}x(n)e^{-ik\omega_0n}$}
\psline{->}(0.5,0)(1.5,0)
\psline{->}(1.5,1.5)(3,1.5)
\psline{->}(1.5,-1.5)(3,-1.5)
\psline{->}(6.5,1.5)(6.5,0.25)
\psline{->}(6.5,-1.5)(6.5,-0.25)
\psline{->}(6.75,0)(7.75,0)
\psline(1.5,-1.5)(1.5,1.5)
\psline(5,1.5)(6.5,1.5)
\psline(5,-1.5)(6.5,-1.5)
\psline(6,-1.5)(6.5,-1.5)
\pscircle(6.5,0){0.25}
\psline(6.25,0)(6.75,0)
\psline(6.5,0.5)(6.5,-0.5)
\end{pspicture}
</script>
<script type="text/latex">
\begin{nicebox}[title=Theorem]
For any continuous function $f$ on $[a,b]$:
$$\int_a^b f(x) dx = F(b) - F(a)$$
where $F'(x) = f(x)$.
\end{nicebox}
</script>
<script>
LaTeX2HTML5.init();
</script>
</body>
</html>import { init, render } from 'latex2html5';
// Auto-discover and render all LaTeX content
init();
// Or render specific content
const content = `
Here is some great equation:
$$x = \frac{{-b \pm \sqrt{b^2-4ac}}}{{2a}}$$
And now for a great diagram:
\begin{pspicture}(0,-3)(8,3)
\rput(0,0){$x(t)$}
\rput(4,1.5){$f(t)$}
\rput(4,-1.5){$g(t)$}
\rput(8.2,0){$y(t)$}
\rput(1.5,-2){$h(t)$}
\psframe(1,-2.5)(7,2.5)
\psframe(3,1)(5,2)
\psframe(3,-1)(5,-2)
\rput(4,0){$X_k = \frac{1}{p} \sum \limits_{n=\langle p\rangle}x(n)e^{-ik\omega_0n}$}
\psline{->}(0.5,0)(1.5,0)
\psline{->}(1.5,1.5)(3,1.5)
\psline{->}(1.5,-1.5)(3,-1.5)
\psline{->}(6.5,1.5)(6.5,0.25)
\psline{->}(6.5,-1.5)(6.5,-0.25)
\psline{->}(6.75,0)(7.75,0)
\psline(1.5,-1.5)(1.5,1.5)
\psline(5,1.5)(6.5,1.5)
\psline(5,-1.5)(6.5,-1.5)
\psline(6,-1.5)(6.5,-1.5)
\pscircle(6.5,0){0.25}
\psline(6.25,0)(6.75,0)
\psline(6.5,0.5)(6.5,-0.5)
\end{pspicture}
`;
render(content, document.getElementById('target'));<!-- LaTeX content is automatically discovered and rendered -->
<script type="text/latex">
Here is some great equation:
$$x = \frac{{-b \pm \sqrt{b^2-4ac}}}{{2a}}$$
And now for a great diagram:
\begin{pspicture}(0,-3)(8,3)
\rput(0,0){$x(t)$}
\rput(4,1.5){$f(t)$}
\rput(4,-1.5){$g(t)$}
\rput(8.2,0){$y(t)$}
\rput(1.5,-2){$h(t)$}
\psframe(1,-2.5)(7,2.5)
\psframe(3,1)(5,2)
\psframe(3,-1)(5,-2)
\rput(4,0){$X_k = \frac{1}{p} \sum \limits_{n=\langle p\rangle}x(n)e^{-ik\omega_0n}$}
\psline{->}(0.5,0)(1.5,0)
\psline{->}(1.5,1.5)(3,1.5)
\psline{->}(1.5,-1.5)(3,-1.5)
\psline{->}(6.5,1.5)(6.5,0.25)
\psline{->}(6.5,-1.5)(6.5,-0.25)
\psline{->}(6.75,0)(7.75,0)
\psline(1.5,-1.5)(1.5,1.5)
\psline(5,1.5)(6.5,1.5)
\psline(5,-1.5)(6.5,-1.5)
\psline(6,-1.5)(6.5,-1.5)
\pscircle(6.5,0){0.25}
\psline(6.25,0)(6.75,0)
\psline(6.5,0.5)(6.5,-0.5)
\end{pspicture}
</script>
<script>
LaTeX2HTML5.init(); // Renders all LaTeX content
</script>