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add missing cgalCite
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@ -283,7 +283,7 @@ polynomial), and runtime performance.
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Since manifolds are not closed under Boolean operations, Requicha
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proposes to use <I>regularized set operations</I> \cgalCite{cgal:km-st-76},
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cgal:r-rrstm-80. A set is <I>regular</I>, if it equals the closure
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\cgalCite{cgal:r-rrstm-80}. A set is <I>regular</I>, if it equals the closure
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of its interior. A regularized set operation is defined as the
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standard set operation followed by a regularization of the result.
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Regularized sets are closed under regularized set operations.
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