mirror of https://github.com/CGAL/cgal
3.50 (17 Sep 2003) [rursu]
- Changed example in the doc. Using ch_example_from_cin_to_cout.C from now on.
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3.50 (17 Sep 2003) [rursu]
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- Changed example in the doc. Using ch_example_from_cin_to_cout.C from now on.
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3.49 (10 Sep 2003)
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- Qt_help_window class is in the namespace CGAL
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@ -56,18 +56,15 @@ simple polygonal chains (or polygons) is available through the function
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\ccc{ch_melkman}\ccIndexMainItem[C]{ch_melkman}.%
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\ccIndexSubitem{convex hull, 2D}{of polyline or polygon}
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\section{Example using Bykat's algorithm}
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\section{Example using GrahamAndrew's algorithm}
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In the following example a convex hull is constructed from point data read
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from standard input using Bykat's algorithm. The resulting convex polygon
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is stored in a \ccc{CGAL::Polygon_2} and then it is shown in a \cgal\ window.
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The default traits class is used here. The same results could be
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achieved by substituting the function \ccc{CGAL::ch_bykat} for
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\ccc{CGAL::convex_hull_2}, since the latter calls the former when the
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input points are specified using input interators.
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\ccIncludeExampleCode{Convex_hull_2/convex_hull_2.C}
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In the following example a convex hull is constructed from point data read
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from standard input using \ccc{Graham_Andrew} algorithm. The resulting convex
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polygon is shown at the standard ouput console. The same results could be
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achieved by substituting the function \ccc{CGAL::ch_graham_andrew} by other
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function like \ccc{CGAL::ch_bykat}.
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\ccIncludeExampleCode{../examples/Convex_hull_2/ch_example_from_cin_to_cout.C}
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\section{Extreme Points and Hull Subsequences}
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@ -56,18 +56,15 @@ simple polygonal chains (or polygons) is available through the function
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\ccc{ch_melkman}\ccIndexMainItem[C]{ch_melkman}.%
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\ccIndexSubitem{convex hull, 2D}{of polyline or polygon}
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\section{Example using Bykat's algorithm}
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\section{Example using GrahamAndrew's algorithm}
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In the following example a convex hull is constructed from point data read
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from standard input using Bykat's algorithm. The resulting convex polygon
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is stored in a \ccc{CGAL::Polygon_2} and then it is shown in a \cgal\ window.
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The default traits class is used here. The same results could be
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achieved by substituting the function \ccc{CGAL::ch_bykat} for
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\ccc{CGAL::convex_hull_2}, since the latter calls the former when the
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input points are specified using input interators.
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\ccIncludeExampleCode{Convex_hull_2/convex_hull_2.C}
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In the following example a convex hull is constructed from point data read
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from standard input using \ccc{Graham_Andrew} algorithm. The resulting convex
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polygon is shown at the standard ouput console. The same results could be
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achieved by substituting the function \ccc{CGAL::ch_graham_andrew} by other
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function like \ccc{CGAL::ch_bykat}.
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\ccIncludeExampleCode{../examples/Convex_hull_2/ch_example_from_cin_to_cout.C}
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\section{Extreme Points and Hull Subsequences}
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