CGAL 6.2 - Surface Mesh Topology

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Reference Manual

##

Guillaume Damiand and Francis Lazarus
This package provides a toolbox for manipulating curves on a combinatorial surface from the topological point of view. Two main functionalities are proposed. One is the computation of shortest curves that cannot be continuously deformed to a point. This includes the computation of the so-called edge width and face width of the vertex-edge graph of a combinatorial surface. The other functionality is the homotopy test for deciding if two given curves on a combinatorial surface can be continuously deformed one into the other.
Introduced in: CGAL 5.1
BibTeX: cgal:dl-smtopology-26a
License: GPL

## Classified Reference Pages

## Concepts

- `PolygonalSchema`
- `PolygonalSchemaItems`
- `WeightFunctor`

## Classes

- `CGAL::Surface_mesh_topology::Curves_on_surface_topology<Mesh>`
- `CGAL::Surface_mesh_topology::Path_on_surface<Mesh>`
- `CGAL::Surface_mesh_topology::Polygonal_schema_with_combinatorial_map<Items,Alloc>`
- `CGAL::Surface_mesh_topology::Polygonal_schema_with_generalized_map<Items,Alloc>`
- `CGAL::Surface_mesh_topology::Polygonal_schema_min_items`
- `CGAL::Surface_mesh_topology::Unit_weight_functor`
- `CGAL::Surface_mesh_topology::Euclidean_length_weight_functor<Mesh>`

### Draw a Mesh with Paths

- CGAL::draw<Mesh>()

## Modules
| Concepts
| Classes
| Draw a Mesh with Paths
| `#include<CGAL/draw_face_graph_with_paths.h>`