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@ -308,10 +308,10 @@ Each computed polyline is stored as a constraint of the triangulation.
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\warning all existing constraints will be discarded.
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\param is_terminal An optional function returning true if the vertex
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`v` of degree 2 is a polyline endpoint and false otherwise. If no
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function is provided, a default function is provided that returns true
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for vertices whose degree is different from 2.
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\param is_terminal An optional function returning `true` if the vertex
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`v` of degree 2 is a polyline endpoint and `false` otherwise. If
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omitted, a function always returning `false` will be used, that is no
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degree 2 vertex will be considered as a polyline endpoint.
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\sa `split_graph_into_polylines()`
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*/
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@ -1128,13 +1128,14 @@ through the edge.
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The `Constrained_triangulation_plus_2` structure is initialized by a
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set of polylines. As users may only be able to provide a disconnected
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segment soup as input, a member function
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[split_subconstraint_graph_into_constraints()](@ref Constrained_triangulation_plus_2::split_subconstraint_graph_into_constraints())
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is provided: this function identifies the polylines by connecting
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segments until a vertex whose degree is different than 2 is reached.
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segment soup as input, a member function \link
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Constrained_triangulation_plus_2::split_subconstraint_graph_into_constraints()
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`split_subconstraint_graph_into_constraints()` \endlink is provided:
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this function identifies the polylines by connecting segments until a
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vertex whose degree is different from 2 is reached.
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The following code shows how a "blind" insertion of disconnected
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polylines can be processed into a set of well-defined polyline
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segments can be processed into a set of well-defined polyline
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constraints in a `Constrained_triangulation_plus_2`:
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\cgalExample{Triangulation_2/segment_soup_to_polylines.cpp}
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