mirror of https://github.com/CGAL/cgal
typos fixed
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@ -28,7 +28,7 @@ The class \ccRefName{} derives from
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The domain to be mesh is defined by the constrained edges and a set
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of seed points. The constrained edges divide the plan into several
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connected components. Usually, the seeds are used to mesh the holes,
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connected components. Usually, the seeds are used to mark the holes,
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that is the connected components which do not have to be meshed and
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and the domain of the mesh is the union of the bounded components
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not including a seed point. Conversely, the seed points can be used
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@ -37,9 +37,9 @@ The class \ccRefName{} derives from
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The domain has to be bounded. Therefore the unbounded component will
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not be part of it\new{, whatever is the set of seed points}. By
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default, if the set of seeds is empty, the domain to be meshed is
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the union of of bounded components. Note that the constrained edges
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the union of the bounded components. Note that the constrained edges
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have to bound the domain to be meshed and that the domain will be
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empty if constrained edges do not define bounded components.
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empty if the constrained edges do not define bounded components.
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The refinement process needs to know which faces have to be
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refined, that's why the base face of the triangulation \ccc{CDT} has
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@ -152,7 +152,7 @@ meshing algorithm step by step, using the following methods.
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that is when all vertices and constrained edges have been
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inserted in the constrained Delaunay triangulation. It
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must be called again before any subsequent calls of the
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step by step refinement if new vertices of constrained
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step by step refinementmethod if new vertices or constrained
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edges have been inserted since the last call.}
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\ccMethod{ bool step_by_step_refine_mesh(); }
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@ -28,7 +28,7 @@ The class \ccRefName{} derives from
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The domain to be mesh is defined by the constrained edges and a set
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of seed points. The constrained edges divide the plan into several
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connected components. Usually, the seeds are used to mesh the holes,
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connected components. Usually, the seeds are used to mark the holes,
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that is the connected components which do not have to be meshed and
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and the domain of the mesh is the union of the bounded components
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not including a seed point. Conversely, the seed points can be used
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@ -37,9 +37,9 @@ The class \ccRefName{} derives from
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The domain has to be bounded. Therefore the unbounded component will
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not be part of it\new{, whatever is the set of seed points}. By
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default, if the set of seeds is empty, the domain to be meshed is
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the union of of bounded components. Note that the constrained edges
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the union of the bounded components. Note that the constrained edges
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have to bound the domain to be meshed and that the domain will be
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empty if constrained edges do not define bounded components.
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empty if the constrained edges do not define bounded components.
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The refinement process needs to know which faces have to be
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refined, that's why the base face of the triangulation \ccc{CDT} has
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@ -152,7 +152,7 @@ meshing algorithm step by step, using the following methods.
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that is when all vertices and constrained edges have been
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inserted in the constrained Delaunay triangulation. It
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must be called again before any subsequent calls of the
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step by step refinement if new vertices of constrained
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step by step refinementmethod if new vertices or constrained
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edges have been inserted since the last call.}
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\ccMethod{ bool step_by_step_refine_mesh(); }
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