mirror of https://github.com/CGAL/cgal
add a precision about "manifold"
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@ -123,9 +123,10 @@ used to represent such a PLC.
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In this representation, the faces of the PLC correspond to the faces of the
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surface mesh—a collection of vertices (points), edges, and faces that cover the surface of a
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geometric object.
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The vertices of the PLC are the vertices of the surface mesh, the edges of the PLC are the edges
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of the surface mesh, and the polygons of the PLC are the facets of the surface mesh.
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However, PLCs represented in this way are restricted to be manifold, and their faces cannot have holes.
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In this representation, the vertices of the PLC correspond to the vertices of the surface mesh, the
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edges of the PLC correspond to the edges of the surface mesh, and the polygons of the PLC correspond
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to the facets of the surface mesh. However, PLCs represented in this way are limited to being
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manifold (that is, each edge belongs to exactly two faces), and their faces cannot have holes.
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A PLC can also be represented as a polygon soup: a collection of vertices and a set of polygons, where
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each polygon is defined by an ordered list of vertices, without explicit connectivity information between
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