Searching for "On overlays and minimization diagrams." – sorted by Relevance.
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On overlays and minimization diagrams
- On Overlays and Minimization Diagrams Vladlen Koltun ∗ Micha Sharir † April 19, 2007 Abstract
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The Overlay ofLower Envelopes and its Applications
- complexity of the overlay of the minimization diagrams of F and of G is O(n 2+" ), for any ">0. This result
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The Overlay of Lower Envelopes and its Applications
- . We show that the combinatorial complexity of the overlay of the minimization diagrams of F and of G
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Range minima queries with respect to a random permutation, and approximate range counting, Discrete Comput
- data structure in R 3 , using a combinatorial result about the overlay of minimization diagrams in a
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The partition technique for overlays of envelopes
- success in analyzing the overlay of minimization diagrams. The overlay of two (or several) minimization
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The Overlay of Lower Envelopes and its Applications \Lambda
- . We show that the combinatorial complexity of the overlay of the minimization diagrams of F and of G
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Randomized incremental constructions of three-dimensional convex hulls and planar voronoi diagrams
- complexityof the overlay of all the faces of the minimization diagram of the lower envelope of n planes in R3
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Constructing Two-Dimensional Voronoi Diagrams via Divide-and-Conquer of Envelopes in Space ∗
- ) is defined to be their pointwise minimum Ψ(x, y) = min 1≤i≤n si(x, y). The minimization diagram of the set
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