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<p>An algorithm with worst case time complexity O(log/sup 2/N) in two dimensions and O(m/sup 1/2/log N) in three dimensions with N input points and m as the number of tetrahedra in triangulation is given. Its AT/sup 2/ VLSI complexity on Thompson's logarithmic delay model, (1983) is O(N/sup 2/log/sup 6/N) in two dimensions and O(m/sup 2/Nlog/sup 4/ N) in three dimensions.</p>
VLSI parallel algorithm; Delaunay triangulation; orthogonal tree network; worst case time complexity; tetrahedra; logarithmic delay model; computational complexity; parallel algorithms; trees (mathematics).

P. Bhatt, V. Prasad and F. Saxena, "Efficient VLSI Parallel Algorithm for Delaunay Triangulation on Orthogonal Tree Network in Two and Three Dimensions," in IEEE Transactions on Computers, vol. 39, no. , pp. 400-404, 1990.
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