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  • Arvind, V.; Das, Bireswar; Köbler, Johannes; Seinosuke, Toda (2010)
    We describe a xed parameter tractable (fpt) algorithm for Colored Hypergraph Isomorphism which has running time 2 O (b)NO(1), where the parameter is the maximum size of the color classes of the given hypergraphs and N ...
  • Arvind, V.; Das, Bireswar; Kobler, Johannes; Toda, Seinosuke (Springer, 2015-01)
    We describe a fixed parameter tractable (fpt) algorithm for Colored Hypergraph Isomorphism, denoted CHI, which has running time (2 b N) O(1), where the parameter b is the maximum size of the color classes of the given ...
  • Arvind, V.; Das, Bireswar; Köbler, Johannes; Kuhnert, Sebastian (Elsevier, 2012-08)
    We show that, for k constant, k -tree isomorphism can be decided in logarithmic space by giving an View the MathML sourceO(klogn) space canonical labeling algorithm. The algorithm computes a unique tree decomposition, ...

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