mirror of https://github.com/CGAL/cgal
changed section label names
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Susan Hert
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@ -22,16 +22,16 @@ A variety of generators for geometric objects are provided in \cgal.
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They are useful as synthetic test data sets, e.g.~for testing
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algorithms on degenerate object sets and for performance analysis.
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Section~\ref{sectionRandomNumber} describes a class for generating
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random numbers. Section~\ref{sectionGeneratorSupport} provides useful
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Section~\ref{sec:random_numbers_generator} describes a class for generating
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random numbers. Section~\ref{sec:generator_support} provides useful
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generic functions related to random
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numbers like \ccc{random_selection()}. Section~\ref{sectionPointGenerators_2}
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documents generators for two-dimensional point sets and Section~\ref{sectionPointGenerators_3} for three-dimensional point sets.
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Section~\ref{sectionSegmentExample} presents examples
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numbers like \ccc{random_selection()}. Section~\ref{sec:point_generators_2}
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documents generators for two-dimensional point sets and Section~\ref{sec:point_generators_3} for three-dimensional point sets.
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Section~\ref{sec:segment_example} presents examples
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using functions from Section~\ref{sectionGenericFunctions} to generate
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composed objects, such as segments. The generation of random convex sets
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is described in Section~\ref{section_BuildingRandomConvexSets} and
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Section~\ref{section_RandomSimplePolygons} presents a function for
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is described in Section~\ref{sec:building_random_convex_sets} and
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Section~\ref{sec:random_simple_polygons} presents a function for
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generating random simple polygson. Note that the \stl\ algorithm
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\ccc{std::random_shuffle} is useful in this context to achieve random
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permutations for otherwise regular generators (e.g.~points on a grid
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@ -43,12 +43,12 @@ or segment).
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%\newpage
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\section{Support Functions for Generators}
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\label{sectionGeneratorSupport}
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\label{sec:generator_support}
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\ccThree{OutputIterator}{rand}{}
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\subsection{{\it random\_selection()}}
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\label{sectionRandomSelection}
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\label{sec:random_selection}
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\ccc{random_selection} chooses $n$ items at random from a random
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access iterator range which is useful to produce degenerate input data
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@ -74,7 +74,7 @@ sets with multiple entries of identical items.
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% +------------------------------------------------------------------------+
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\section{2D Point Generators}
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\label{sectionPointGenerators_2}
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\label{sec:point_generators_2}
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\lcTex{\ccIndexSubitemBegin[c]{generator}{2D point}}
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\lcTex{\ccIndexSubitemBegin[c]{point, 2D}{generator}}
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@ -441,7 +441,7 @@ for the example output.
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% +------------------------------------------------------------------------+
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\newpage
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\section{3D Point Generators}
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\label{sectionPointGenerators_3}
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\label{sec:point_generators_3}
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\lcTex{
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\ccIndexSubitemBegin[c]{generator}{3D point}
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\ccIndexSubitemBegin[c]{point, 3D}{generator}
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@ -542,7 +542,7 @@ include local type declarations including \ccc{value_type}, denoted by
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% +------------------------------------------------------------------------+
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%\newpage
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\section{Examples Generating Segments}
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\label{sectionSegmentExample}
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\label{sec:segment_example}
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\lcTex{\ccIndexSubitemBegin[c]{generator}{segment}}
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The following two examples illustrate the use of the generic functions
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@ -9,7 +9,7 @@
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\ccParDims
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\section{Random Simple Polygons}
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\label{section_RandomSimplePolygons}
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\label{sec:random_simple_polygons}
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\ccIndexMainItemBegin[c]{random simple polygon}
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\ccIndexSubitemBegin[c]{generator}{simple polygon}
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@ -15,7 +15,7 @@
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\ccParDims
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\section{Building Random Convex Sets}
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\label{section_BuildingRandomConvexSets}
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\label{sec:building_random_convex_sets}
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\ccIndexMainItemBegin[c]{random convex set}
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\ccIndexSubitemBegin[c]{generator}{convex set}
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@ -91,7 +91,7 @@ origin.
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\ccDefinition A class \ccClassName\ satisfying input iterator
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requirements has to provide the following additional types and
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operations in order to qualify as a point generator class. The
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point generators described in section \ref{sectionPointGenerators}
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point generators described in section \ref{sec:point_generators_2}
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fulfill these requirements.
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\ccTypes\ccIndexClassTypes
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@ -22,16 +22,16 @@ A variety of generators for geometric objects are provided in \cgal.
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They are useful as synthetic test data sets, e.g.~for testing
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algorithms on degenerate object sets and for performance analysis.
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Section~\ref{sectionRandomNumber} describes a class for generating
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random numbers. Section~\ref{sectionGeneratorSupport} provides useful
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Section~\ref{sec:random_numbers_generator} describes a class for generating
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random numbers. Section~\ref{sec:generator_support} provides useful
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generic functions related to random
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numbers like \ccc{random_selection()}. Section~\ref{sectionPointGenerators_2}
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documents generators for two-dimensional point sets and Section~\ref{sectionPointGenerators_3} for three-dimensional point sets.
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Section~\ref{sectionSegmentExample} presents examples
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numbers like \ccc{random_selection()}. Section~\ref{sec:point_generators_2}
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documents generators for two-dimensional point sets and Section~\ref{sec:point_generators_3} for three-dimensional point sets.
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Section~\ref{sec:segment_example} presents examples
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using functions from Section~\ref{sectionGenericFunctions} to generate
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composed objects, such as segments. The generation of random convex sets
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is described in Section~\ref{section_BuildingRandomConvexSets} and
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Section~\ref{section_RandomSimplePolygons} presents a function for
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is described in Section~\ref{sec:building_random_convex_sets} and
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Section~\ref{sec:random_simple_polygons} presents a function for
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generating random simple polygson. Note that the \stl\ algorithm
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\ccc{std::random_shuffle} is useful in this context to achieve random
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permutations for otherwise regular generators (e.g.~points on a grid
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@ -43,12 +43,12 @@ or segment).
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%\newpage
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\section{Support Functions for Generators}
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\label{sectionGeneratorSupport}
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\label{sec:generator_support}
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\ccThree{OutputIterator}{rand}{}
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\subsection{{\it random\_selection()}}
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\label{sectionRandomSelection}
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\label{sec:random_selection}
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\ccc{random_selection} chooses $n$ items at random from a random
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access iterator range which is useful to produce degenerate input data
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@ -74,7 +74,7 @@ sets with multiple entries of identical items.
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% +------------------------------------------------------------------------+
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\section{2D Point Generators}
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\label{sectionPointGenerators_2}
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\label{sec:point_generators_2}
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\lcTex{\ccIndexSubitemBegin[c]{generator}{2D point}}
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\lcTex{\ccIndexSubitemBegin[c]{point, 2D}{generator}}
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@ -441,7 +441,7 @@ for the example output.
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% +------------------------------------------------------------------------+
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\newpage
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\section{3D Point Generators}
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\label{sectionPointGenerators_3}
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\label{sec:point_generators_3}
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\lcTex{
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\ccIndexSubitemBegin[c]{generator}{3D point}
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\ccIndexSubitemBegin[c]{point, 3D}{generator}
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@ -542,7 +542,7 @@ include local type declarations including \ccc{value_type}, denoted by
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% +------------------------------------------------------------------------+
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%\newpage
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\section{Examples Generating Segments}
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\label{sectionSegmentExample}
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\label{sec:segment_example}
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\lcTex{\ccIndexSubitemBegin[c]{generator}{segment}}
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The following two examples illustrate the use of the generic functions
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@ -9,7 +9,7 @@
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\ccParDims
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\section{Random Simple Polygons}
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\label{section_RandomSimplePolygons}
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\label{sec:random_simple_polygons}
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\ccIndexMainItemBegin[c]{random simple polygon}
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\ccIndexSubitemBegin[c]{generator}{simple polygon}
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@ -15,7 +15,7 @@
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\ccParDims
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\section{Building Random Convex Sets}
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\label{section_BuildingRandomConvexSets}
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\label{sec:building_random_convex_sets}
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\ccIndexMainItemBegin[c]{random convex set}
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\ccIndexSubitemBegin[c]{generator}{convex set}
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@ -91,7 +91,7 @@ origin.
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\ccDefinition A class \ccClassName\ satisfying input iterator
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requirements has to provide the following additional types and
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operations in order to qualify as a point generator class. The
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point generators described in section \ref{sectionPointGenerators}
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point generators described in section \ref{sec:point_generators_2}
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fulfill these requirements.
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\ccTypes\ccIndexClassTypes
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