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@ -402,8 +402,11 @@ circumscribing ball whose interior does not contain
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any vertex of the triangulation.
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any vertex of the triangulation.
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In case of degeneracies (co-spherical points) the triangulation is not
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In case of degeneracies (co-spherical points) the triangulation is not
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uniquely defined. Note however that the \cgal implementation computes a unique
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uniquely defined. Note however that the \cgal implementation computes
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triangulation even in these cases.
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one of the possible Delaunay triangulations.
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The computed triangulation is uniquely defined for a given insertion
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order of the points (which is always the same if inserted using
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`CGAL::Delaunay_triangulation::insert(ForwardIterator s, ForwardIterator e)`).
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When a new point `p` is inserted into a Delaunay triangulation, the
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When a new point `p` is inserted into a Delaunay triangulation, the
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full cells whose circumscribing ball contains `p` are said to
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full cells whose circumscribing ball contains `p` are said to
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