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Titlebook: Discrete and Computational Geometry; Japanese Conference, Jin Akiyama,Mikio Kano,Xuehou Tan Conference proceedings 2005 Springer-Verlag Ber

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Surgical Treatment of Colorectal Cancerd yet. Second, we show how to use this data structure to obtain an output-sensitive query-based algorithm for polygonal path simplification. Both results are based on a series of data structures for fundamental farthest-point queries that can be reduced to each other.
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Amanda Norwich-Cavanaugh,Deepak Narayansent an optimal .(.) time algorithm to determine whether there is a point . on the boundary of . such that the room (., .) is 1-searchable. This improves upon the previous .(. log .) time bound, which was established for determining whether or not a room (., .) is 1-searchable, where . is a given point on the boundary of ..
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Algorithms for the ,-Dimensional Rigidity Matroid of Sparse Graphs,dity matroid for ., and.(ii) construct . using vertex insertions preserving if . is isostatic, and.(iii) compute the rank of ...The algorithms have linear running time assuming that the dimension . is fixed.
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Sliding Disks in the Plane,oves under different assumptions on disk radii and disk placements. For example, with . congruent disks, . moves always suffice for transforming the start configuration into the target configuration; on the other hand, . moves are sometimes necessary.
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Anal Sphincter Complex Preservationtervals on the real line, and for various special cases (quadrants and skylines, which are unbounded in two and one directions respectively). In a follow-up version, we also show this to be true with various fatness We also investigate generalizations to higher dimensions.
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Towards Faster Linear-Sized Nets for Axis-Aligned Boxes in the Plane,tervals on the real line, and for various special cases (quadrants and skylines, which are unbounded in two and one directions respectively). In a follow-up version, we also show this to be true with various fatness We also investigate generalizations to higher dimensions.
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Visual Pascal Configuration and Quartic Surface,e set of viewpoints. We will investigate this surface depending on the vertices of a spatial hexagon. A relation between non-singular cubic curve and complete quadrilateral is naturally and geometrically derived.
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