MENU-OKF

Network and discrete location. Models, algorithms, and applications (to appear) The second edition focuses on real-world extensions of the basic models used in locating facilities, including production and distribution systems, location-inventory models, and defender-interdictor problems. A unique taxonomy of location problems and models is also presented. Featuring examples using the author’s own software -- SITATION, MOD-DIST, and MENU-OKF -- as well as Microsoft Office Excel, the book provides: -- A theoretical and applied perspective on location models and algorithms -- An intuitive presentation of the uses and limits of modeling techniques -- An introduction to integrated location-inventory modeling and defender-interdictor models for the design of reliable facility location systems -- A full range of exercises to equip readers with an understanding of the basic facility location model types


References in zbMATH (referenced in 242 articles )

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  1. Hasanzadeh, Mehran; Alizadeh, Behrooz; Baroughi, Fahimeh: The cardinality constrained inverse center location problems on tree networks with edge length augmentation (2021)
  2. Ben Mohamed, Imen; Klibi, Walid; Vanderbeck, François: Designing a two-echelon distribution network under demand uncertainty (2020)
  3. Bhuiyan, Tanveer Hossain; Medal, Hugh R.; Harun, Sarah: A stochastic programming model with endogenous and exogenous uncertainty for reliable network design under random disruption (2020)
  4. Calvete, Herminia I.; Galé, Carmen; Iranzo, José A.; Camacho-Vallejo, José-Fernando; Casas-Ramírez, Martha-Selene: A matheuristic for solving the bilevel approach of the facility location problem with cardinality constraints and preferences (2020)
  5. Demange, Marc; Gabrel, Virginie; Haddad, Marcel A.; Murat, Cécile: A robust (p)-center problem under pressure to locate shelters in wildfire context (2020)
  6. Du, Bo; Zhou, Hong; Leus, Roel: A two-stage robust model for a reliable (p)-center facility location problem (2020)
  7. Gourtani, Arash; Nguyen, Tri-Dung; Xu, Huifu: A distributionally robust optimization approach for two-stage facility location problems (2020)
  8. Jagtenberg, C. J.; Mason, A. J.: Improving fairness in ambulance planning by time sharing (2020)
  9. Kramer, Raphael; Iori, Manuel; Vidal, Thibaut: Mathematical models and search algorithms for the capacitated (p)-center problem (2020)
  10. Medrano, F. Antonio: The complete vertex (p)-center problem (2020)
  11. Soltanpour, Akram; Baroughi, Fahimeh; Alizadeh, Behrooz: Classical and inverse median location problems under uncertain environment (2020)
  12. Afrashteh, Esmaeil; Alizadeh, Behrooz; Baroughi, Fahimeh: Optimal algorithms for selective variants of the classical and inverse median location problems on trees (2019)
  13. Albareda-Sambola, Maria; Martínez-Merino, Luisa I.; Rodríguez-Chía, Antonio M.: The stratified (p)-center problem (2019)
  14. Álvarez-Miranda, Eduardo; Sinnl, Markus: An exact solution framework for the multiple gradual cover location problem (2019)
  15. Azad, Nader; Hassini, Elkafi: Recovery strategies from major supply disruptions in single and multiple sourcing networks (2019)
  16. Brimberg, Jack; Drezner, Zvi: Solving multiple facilities location problems with separated clusters (2019)
  17. Coll, Narcis; Fort, Marta; Sellarés, J. Antoni: On the overlap area of a disk and a piecewise circular domain (2019)
  18. Contardo, Claudio; Iori, Manuel; Kramer, Raphael: A scalable exact algorithm for the vertex (p)-center problem (2019)
  19. Das Gupta, Shuvomoy; Pavel, Lacra: On seeking efficient Pareto optimal points in multi-player minimum cost flow problems with application to transportation systems (2019)
  20. Davoodi, Mansoor: (k)-balanced center location problem: a new multi-objective facility location problem (2019)

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