Corpus ID: 211082695

Complexity of Combinatorial Matrix Completion With Diameter Constraints

@article{Koana2020ComplexityOC,
  title={Complexity of Combinatorial Matrix Completion With Diameter Constraints},
  author={Tomohiro Koana and Vincent Froese and Rolf Niedermeier},
  journal={ArXiv},
  year={2020},
  volume={abs/2002.05068}
}
  • Tomohiro Koana, Vincent Froese, Rolf Niedermeier
  • Published in ArXiv 2020
  • Mathematics, Computer Science
  • We thoroughly study a novel and still basic combinatorial matrix completion problem: Given a binary incomplete matrix, fill in the missing entries so that the resulting matrix has a specified maximum diameter (that is, upper-bounding the maximum Hamming distance between any two rows of the completed matrix) as well as a specified minimum Hamming distance between any two of the matrix rows. This scenario is closely related to consensus string problems as well as to recently studied clustering… CONTINUE READING

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    References

    Publications referenced by this paper.
    SHOWING 1-10 OF 17 REFERENCES

    Approximation Hardness of Short Symmetric Instances of MAX-3SAT