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@ -20,7 +20,7 @@ Given an iterator range of points, the function \ccc{hilbert_sort} sorts them
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along the space-filling Hilbert curve.
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along the space-filling Hilbert curve.
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Combined with a \ccc{std::random_shuffle}, the function \ccc{spatial_sort} will
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Combined with a \ccc{std::random_shuffle}, the function \ccc{spatial_sort} will
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sort points in a way keeping enough randomness to retain theoretical optimality
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sort points in a way keeping enough randomness to retain theoretical optimality
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for some algorithms\footnote{in fact, this has only been proven for Delaunay triangulation},
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for some algorithms\footnote{in fact, this has only been proved for Delaunay triangulation},
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and close enough to a space-filling curve to speed-up algorithms.
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and close enough to a space-filling curve to speed-up algorithms.
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This an example that can considerably speed up the constructions of a Delaunay triangulation.
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This an example that can considerably speed up the constructions of a Delaunay triangulation.
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