Fixed-parameter algorithms for Kemeny rankings

  title={Fixed-parameter algorithms for Kemeny rankings},
  author={Nadja Betzler and Michael R. Fellows and Jiong Guo and Rolf Niedermeier and Frances A. Rosamond},
  journal={Theor. Comput. Sci.},
The computation of Kemeny rankings is central to many applications in the context of rank aggregation. Given a set of permutations (votes) over a set of candidates, one searches for a “consensus permutation” that is “closest” to the given set of permutations. Unfortunately, the problem is NP-hard. We provide a broad study of the parameterized complexity for computing optimal Kemeny rankings. Beside the three obvious parameters “number of votes”, “number of candidates”, and solution size (called… CONTINUE READING

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