mirror of https://github.com/CGAL/cgal
fix figure with ref; add () to a function
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@ -544,7 +544,7 @@ Cell_handle & c) const;
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/// @}
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/*! \name
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There is a method `has_vertex` in the cell class. The analogous methods for facets are defined here.
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There is a method `has_vertex()` in the cell class. The analogous methods for facets are defined here.
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*/
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/// @{
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/*!
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@ -784,7 +784,7 @@ Locate_type & lt, int & li) const;
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Two kinds of flips exist for a three-dimensional triangulation. They
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are reciprocal. To be flipped, an edge must be incident to three
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tetrahedra. During the flip, these three tetrahedra disappear and two
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tetrahedra appear. Figure \ref Triangulation3figflips (left) shows the
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tetrahedra appear. \cgalFigureRef{Triangulation3figflips} (left) shows the
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edge that is flipped as bold dashed, and one of its three incident
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facets is shaded. On the right, the facet shared by the two new
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tetrahedra is shaded. Flips are possible only under the following
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@ -792,9 +792,9 @@ conditions: - the edge or facet to be flipped is not on the boundary
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of the convex hull of the triangulation - the five points involved are
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in convex position.
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\anchor Triangulation3figflips
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\image html flips.png "Flips"
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\image latex flips.png "Flips"
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\cgalFigureBegin{Triangulation3figflips, flips.png}
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Flips
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\cgalFigureEnd
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The following methods guarantee the validity of the resulting 3D
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triangulation. Flips for a 2d triangulation are not implemented yet.
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@ -1224,7 +1224,7 @@ Try to lock and copy the `Cell_handle`s of all cells incident to `v` into
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`cells`.
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Returns `true` in case of success. Otherwise, `cells` is emptied and the function
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returns false. In any case, the locked cells are not unlocked by
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`try_lock_and_get_incident_cells`, leaving this choice to the user.
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`try_lock_and_get_incident_cells()`, leaving this choice to the user.
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\pre `t.dimension() == 3`, `v != Vertex_handle()`, `t.is_vertex(v)`.
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*/
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