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Optimal Cooperative Search in Fractional Cascaded Data Structures (1990)  (Make Corrections)  (9 citations)
Roberto Tamassia, Jeffrey Scott Vitter
ACM Symposium on Parallel Algorithms and Architectures



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Abstract: Fractional cascading is a technique designed to allow efficient sequential search in a graph with catalogs of total size n. The search consists of locating a key in the catalogs along a path. In this paper we show how to preprocess a variety of fractional cascaded data structures whose underlying graph is a tree so that searching can be done efficiently in parallel. The preprocessing takes O(log n) time with n= log n processors on an EREW PRAM. For a balanced binary tree cooperative search... (Update)

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.... dags and in certain fractional cascaded data structures; ffl on line filtering : A technique based on the work of Tamassia and Vitter [35] that allows I O optimal on line queries in fractional cascaded data structures based on balanced binary trees. ffl external marriage...

.... spatial point location methods for cell complexes that are applicable to 3D Voronoi diagrams: the separating surfaces method [13, 55], which extends the chain method [43] and the persistent planar location method [51] which extends the persistent search tree method [52]...

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BibTeX entry:   (Update)

R. Tamassia and J.S. Vitter, Optimal cooperative search in fractional cascaded data structures, in: Proc. ACM Symp. Computational Geometry (1990) 307--315. http://citeseer.ist.psu.edu/tamassia90optimal.html   More

@inproceedings{ tamassia90optimal,
    author = "Roberto Tamassia and Jeffrey Scott Vitter",
    title = "Optimal Cooperative Search in Fractional Cascaded Data Structures",
    booktitle = "{ACM} Symposium on Parallel Algorithms and Architectures",
    pages = "307-316",
    year = "1990",
    url = "citeseer.ist.psu.edu/tamassia90optimal.html" }
Citations (may not include all citations):
1254   Computational Geometry: an Introduction (context) - Preparata, Shamos - 1985
163   Optimal search in planar subdivisions (context) - Kirkpatrick - 1983
114   Optimal point location in a monotone subdivision (context) - Edelsbrunner, Guibas et al. - 1986
67   A data structuring technique (context) - Chazelle, Guibas - 1986
49   Dynamic fractional cascading (context) - Mehlhorn, Naher - 1990
48   Cascading divide-and-conquer: A technique for designing para.. (context) - Atallah, Cole et al. - 1989
45   Location of a point in a planar subdivision and its applicat.. (context) - Lee, Preparata - 1977
31   On parallel searching (context) - Snir - 1989
30   Planar separators and parallel polygon triangulation - Goodrich - 1992
25   Fractional cascading: II (context) - Chazelle, Guibas - 1986
22   Parallel transitive closure and point location in planar str.. (context) - Tamassia, Vitter - 1991
21   Randomized parallel algorithms for trapezoidal diagrams - Clarkson, Cole et al. - 1992
18   A new point-location algorithm and its practical efficiency:.. (context) - Edahiro, Kokubo et al. - 1984
15   Parallel triangulation of a polygon in two calls to the trap.. (context) - Yap - 1988
14   Triangulating a polygon in parallel (context) - Goodrich - 1989
11   How to search in history (context) - Chazelle - 1985
5   Erratum: Randomized parallel algorithms for trapezoidal diag.. (context) - Clarkson, Cole et al. - 1992
2   Cooperative subdivision search algorithms with applications (context) - Dadoun, Kirkpatrick - 1989



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