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, Volume 26, Issue 2, pp 227–228 | Cite as

Comments on: Extensive facility location problems on networks: an updated review

  • Juan A. Mesa
Discussion
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First of all, when reading the paper I have found impressive and interesting information about the location of extensive facilities in graphs, which shows the deep knowledge of the authors about the topic. When Brian Boffey and I decided to revise the literature on the location of facilities that are too large regarding their environment to be represented as isolated points, almost 25 years ago, we could not imagine the important development this line of research would reach nowadays. However, we had the feeling that reviewing this topic would open new avenues for the research in location analysis. Some of our suggestions have been studied, but others still remain to be researched as mentioned in the new review, such as for example some multiple path location problems on trees, and other problems which have arisen.

I agree with the limitations imposed on the problems revised in this paper. They do not deal with the location of extensive facilities in continuous spaces, since the nature...

References

  1. Kincaid R, Lowe T, Morin T (1988) The location of central structures in trees. Comput Oper Res 15(2):103–111CrossRefGoogle Scholar
  2. Kim T, Lowe T, Ward J, Francis R (1989) A minimum length covering subgraph of a network. Ann Oper Res 18:245–260CrossRefGoogle Scholar
  3. Kim T, Lowe T, Ward J, Francis R (1990) A minimum-length covering subtree of a tree. Nav Res Logist 37:309–326CrossRefGoogle Scholar
  4. Kim T, Lowe T, Tamir A, Ward J (1996) On the location of a tree-shaped facility. Networks 28:167–175CrossRefGoogle Scholar
  5. Spoerhase J (2010) An optimal algorithm for the indirect covering subtree problem. arXiv:1002.0580v1
  6. Schmidt M, Schöbel A (2014) Location of speed-up subnetworks. Ann Oper Res 223(1):379–401CrossRefGoogle Scholar

Copyright information

© Sociedad de Estadística e Investigación Operativa 2018

Authors and Affiliations

  1. 1.Departamento de Matemática Aplicada II, Escuela Técnica Superior de IngenieríaUniversidad de SevillaSevilleSpain

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