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<html xmlns="http://www.w3.org/1999/xhtml"><head><title>index (geoml.index)</title><link rel="stylesheet" href="../odoc.css"/><meta charset="utf-8"/><meta name="generator" content="odoc 2.1.1"/><meta name="viewport" content="width=device-width,initial-scale=1.0"/><script src="../highlight.pack.js"></script><script>hljs.initHighlightingOnLoad();</script></head><body class="odoc"><nav class="odoc-nav"><a href="../index.html">Up</a> â€“ geoml</nav><header class="odoc-preamble"><h1 id="geoml-index"><a href="#geoml-index" class="anchor"></a>geoml index</h1></header><nav class="odoc-toc"><ul><li><a href="#library-geoml">Library geoml</a></li></ul></nav><div class="odoc-content"><h2 id="library-geoml"><a href="#library-geoml" class="anchor"></a>Library geoml</h2><p>This library exposes the following toplevel modules:</p><ul class="modules"><li><a href="Affine/index.html"><code>Affine</code></a> </li><li><a href="Circle/index.html"><code>Circle</code></a> <span class="synopsis">Circle manipulation</span></li><li><a href="Common/index.html"><code>Common</code></a> </li><li><a href="Constraint/index.html"><code>Constraint</code></a> <span class="synopsis">Strict and large linear constraints mmanipulation</span></li><li><a href="Curve/index.html"><code>Curve</code></a> </li><li><a href="Ellipse/index.html"><code>Ellipse</code></a> <span class="synopsis">Ellipses manipulation</span></li><li><a href="Geoml/index.html"><code>Geoml</code></a> </li><li><a href="Line/index.html"><code>Line</code></a> <span class="synopsis">This module provides basic operation over the linear equation type</span></li><li><a href="Math/index.html"><code>Math</code></a> </li><li><a href="Point/index.html"><code>Point</code></a> <span class="synopsis">Module for 2d points manipulation</span></li><li><a href="Polygon/index.html"><code>Polygon</code></a> <span class="synopsis">This module provides basic functions for any concave, convex and convex regular polygon (Does not handle complex polygon and polygon with holes)</span></li><li><a href="Polyhedron/index.html"><code>Polyhedron</code></a> <span class="synopsis">The module for the polyhedron manipulation. We use the term &quot;polyhedron&quot; to define a set of linear constraint. Each constraint defines a half-plan. A polyhedron is then determined by the intersections of all the half-plans formed by its constaint. It differs from polygons which represent finite enveloppes (For example, convex polygons are a particular cases of polyhedra, which can be infinite).</span></li><li><a href="Polynom/index.html"><code>Polynom</code></a> </li><li><a href="Rectangle/index.html"><code>Rectangle</code></a> <span class="synopsis">This module provides the basic operations over rectangles</span></li><li><a href="Segment/index.html"><code>Segment</code></a> <span class="synopsis">Segment manipulation</span></li><li><a href="Triangle/index.html"><code>Triangle</code></a> <span class="synopsis">Triangles manipulation</span></li><li><a href="Vector/index.html"><code>Vector</code></a> </li></ul></div></body></html>