mirror of https://github.com/CGAL/cgal
Triangulation_2: Add some () to function names in the User Manual
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@ -742,8 +742,8 @@ The class `Regular_triangulation_2<Traits, Tds>`
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is designed to maintain the
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is designed to maintain the
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regular triangulation of a set of \f$ 2d\f$ weighted points.
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regular triangulation of a set of \f$ 2d\f$ weighted points.
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It derives from the class `Triangulation_2<Traits, Tds>`.
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It derives from the class `Triangulation_2<Traits, Tds>`.
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The functions `insert` and
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The functions `insert()` and
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`remove` are overwritten to handle weighted points
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`remove()` are overwritten to handle weighted points
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and maintain the regular
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and maintain the regular
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property.
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property.
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The function `move()` is not
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The function `move()` is not
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@ -1184,7 +1184,7 @@ classes.
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The class `Triangulation_hierarchy_2<Tr>` inherits from the
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The class `Triangulation_hierarchy_2<Tr>` inherits from the
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triangulation type passed as template parameter `Tr`.
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triangulation type passed as template parameter `Tr`.
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The `insert`, `move`, and `remove` member functions
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The `insert()`, `move()`, and `remove()` member functions
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are overwritten to update the data structure at each operation.
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are overwritten to update the data structure at each operation.
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The locate queries are also overwritten to take advantage of the data
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The locate queries are also overwritten to take advantage of the data
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structure for a fast processing.
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structure for a fast processing.
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@ -1327,7 +1327,7 @@ data structure.
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The most efficient method to insert (weighted) points in a
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The most efficient method to insert (weighted) points in a
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Delaunay (or regular) triangulation is to provide an iterator
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Delaunay (or regular) triangulation is to provide an iterator
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range over (weighted) points to the insert function. However, an iterator range of
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range over (weighted) points to the `insert()` function. However, an iterator range of
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(weighted) points does not allow the user to set different information to each vertex.
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(weighted) points does not allow the user to set different information to each vertex.
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To solve this problem, in the case the vertex type of the triangulation
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To solve this problem, in the case the vertex type of the triangulation
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is a model of the concept `TriangulationVertexBaseWithInfo_2`
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is a model of the concept `TriangulationVertexBaseWithInfo_2`
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@ -1339,7 +1339,7 @@ of the corresponding point given in the range.
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\subsection Triangulation_2UsinganIteratorOverPairs Using an Iterator Over Pairs
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\subsection Triangulation_2UsinganIteratorOverPairs Using an Iterator Over Pairs
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Each point and its information are gathered into a pair. We provide
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Each point and its information are gathered into a pair. We provide
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the `insert` function of the triangulation with a range of such pairs.
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the `insert()` function of the triangulation with a range of such pairs.
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\cgalExample{Triangulation_2/info_insert_with_pair_iterator_2.cpp}
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\cgalExample{Triangulation_2/info_insert_with_pair_iterator_2.cpp}
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\subsection Triangulation_2UsingtheBoostZipIterator Using the Boost Zip Iterator
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\subsection Triangulation_2UsingtheBoostZipIterator Using the Boost Zip Iterator
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