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Fast Approximation Algorithms for Multicommodity Flow Problems (1992)  (Make Corrections)  (103 citations)
Tom Leighton, Fillia Makedon, Serge Plotkin, Eva Tardos, Spyros Tragoudas



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Abstract: All previously known algorithms for solving the multicommodity flow problem with capacities are based on linear programming. The best of these algorithms [15] uses a fast matrix multiplication algorithm and takes O(k log(nDU )) time for the multicommodity flow problem with integer demands and at least O(k DU )) time to find an approximate solution, where k is the number of commodities, n and m denote the number of nodes and edges in the network, D is the largest demand, and ... (Update)

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BibTeX entry:   (Update)

T.Leighton, F.Makedon, S.Plotkin, C.Stein, E.Tardos, and S.Tragoudas. Fast approximation algorithms for multicommodity flow problems. In 25th Annual ACM Symposium on the Theory of Computing, pages 101--111, 1991. http://citeseer.ist.psu.edu/article/leighton92fast.html   More

@inproceedings{ leighton91fast,
    author = "Tom Leighton and Clifford Stein and Fillia Makedon and {\'E}va Tardos and Serge Plotkin and Spyros Tragoudas",
    title = "Fast approximation algorithms for multicommodity flow problems",
    pages = "101--111",
    year = "1991",
    url = "citeseer.ist.psu.edu/article/leighton92fast.html" }
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303   Princeton University Press (context) - Jr, Fulkerson et al. - 1956
168   An approximate max-flow min-cut theorem for uniform multicom.. (context) - Leighton, Rao - 1988
85   The maximum concurrent flow problem (context) - Shahrokhi, Matula - 1990
69   Faster approximation algorithms for the unit capacity concur.. - Klein, Plotkin et al. - 1991
61   Faster scaling algorithms for network problems (context) - Gabow, Tarjan - 1989
47   Speeding up linear programming using fast matrix multiplicat.. (context) - Vaidya - 1989
45   Approximation through multicommodity flow (context) - Klein, Agrawal et al. - 1990
38   Fast approximation schemes for convex programs with many blo.. (context) - Grigoriadis, Khachiyan - 1991
34   Solving minimum-cost flow problems by successive approximati.. (context) - Goldberg, Tarjan - 1990
30   Fast algorithms for convex quadratic programming and multico.. (context) - Kapoor, Vaidya - 1986
21   Approximation algorithms for multicommodity flow and schedul.. - Stein - 1992
17   Personal communication (context) - Goldberg - 1991
11   Finding minimum cost flows by double scaling (context) - Ahuja, Goldberg et al. - 1988
9   VLSI partitioning approximation algorithms based on multicom.. (context) - Tragoudas - 1991
3   A problem on minimum transportation cost (context) - Yakovleva - 1959
3   Approximating the minimum net expansion: Near optimal soluti.. (context) - Makedon, Tragoudas - 1990



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