mirror of https://github.com/CGAL/cgal
Fixed typos in manual
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@ -30,9 +30,6 @@ public:
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/*! the point type, used to represent polygon vertices. */
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typedef unspecified_type Point_2;
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/*! the container of points type. */
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typedef unspecified_type Container;
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/*! the polygon type, defined as `Polygon_2<Kernel,Container>`. */
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typedef unspecified_type Polygon_2;
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@ -215,7 +215,7 @@ of a function operator (`operator()`) that accepts a planar polygon and
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returns a range of convex polygons that represents its convex decomposition.
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If at least one of \f$ P \f$ or \f$ Q \f$ is a polygon with holes,
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`decomp` is an object of a type that models the concept
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`PolygonWithHolesConvexDecomposition`, which refines the concept
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`PolygonWithHolesConvexDecomposition_2`, which refines the concept
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`PolygonConvexDecomposition` and adds a requirement for the provision
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of a function operator (`operator()`) that accepts a planar polygon with
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holes.
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@ -478,7 +478,7 @@ represented as arcs of conic curves with rational coefficients. The
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\link offset_polygon_2() `offset_polygon_2(P, r, traits)`\endlink
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function template computes the offset of a given polygon \f$ P\f$
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by a rational radius \f$ r\f$ in an exact manner. The input
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polygon $P$ must be either simple or degenerate consisting of two
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polygon \f$ P\f$ must be either simple or degenerate consisting of two
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vertices (representing a line segment). The `traits` argument must model
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the concept `ArrangementTraits_2` and it should be capable of handling
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conic arcs in an exact manner---using an instance of the
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@ -511,7 +511,7 @@ counterparts that employ the convolution approach. However, similar to the
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functions that compute the general Minkowski sum, they are able to compute
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the offset of polygons with holes, given a decomposition strategy that
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handles polygons with holes, such as the
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'Polygon_vertical_decomposition_2<Kernel>' class template.
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`Polygon_vertical_decomposition_2<Kernel>` class template.
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\cgalAdvancedEnd
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\subsection mink_ssecinner_offset Computing Inner Offsets
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@ -595,8 +595,7 @@ offset computation. They have also suggested a few algorithmic improvements
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that made their way into version 3.4, yielding a faster approximation scheme.
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During the <I>Google Summer of Code</I> 2014, Sebastian Morr, mentored by
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Michael Hemmer, implemented the reduced convolution approach, based on Alon
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Baram's~2013 master's thesis.
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Baram's master's thesis.
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*/
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} /* namespace CGAL */
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