Reliable Capacitated Facility Location Problem Considering Maximal Covering
This paper provides a framework in order to
incorporate reliability issue as a sign of disruption in distribution
systems and partial covering theory as a response to limitation in
coverage radios and economical preferences, simultaneously into the
traditional literatures of capacitated facility location problems. As a
result we develop a bi-objective model based on the discrete
scenarios for expected cost minimization and demands coverage
maximization through a three echelon supply chain network by
facilitating multi-capacity levels for provider side layers and
imposing gradual coverage function for distribution centers (DCs).
Additionally, in spite of objectives aggregation for solving the model
through LINGO software, a branch of LP-Metric method called Min-
Max approach is proposed and different aspects of corresponds
model will be explored.
[1] D.N.P. Murthy, O. Solem b, T. Roren, "Product warranty logistics:
Issues and challenges--, European Journal of Operational Research Vol.
156, pp. 110-126, 2004.
[2] Balinski, M.L (1965), "Integer programming: methods, uses,
computation", Management science 12, 253-313.
[3] Melo.M, Nickel.S, Saldanha-da-Gama.F, "Facility location and supply
chain management - A review", European Journal of Operational
Research 196, 401-412, 2009.
[4] Langevin,A. Riopel, D., Logistics systems: design and optimization,
Springer (2005).
[5] Snyder, L.V., Daskin, M.S., "Reliability models for facility location: the
expected failure cost case", Transportation Science 39 (3), 400-416,
2005.
[6] ReVelle, C., Hogan, K., "The maximum availability location problem",
Transportation Science 23, 192-200, 1989.
[7] Shen.Z, Zhan.L, Zhang.J, "The Reliable Facility Location Problem:
Formulations, Heuristics and Approximation Algorithms", Informs on
journal on computing (2010).
[8] Gade D, Pohl EA, "Sample average approximation applied to the
capacitated-facilities location problem with unreliable facilities", Proc.
IMechE, Vol. 223, part O: J. Risk & Reliability, 2009.
[9] J.Lee, Y.Lee, "Tabu based heuristics for the generalized hierarchical
covering location problem", Computers & Industrial Engineering
(2010).
[10] Amiri, "Designing a distribution network in a supply chain system:
Formulation and efficient solution procedure--, European Journal of
Operational Research 171 (2006) 567-576.
[11] O.Berman, Z.Drezner, D.Krass, "Generalized coverage: New
developments in covering location models", Computers
&OperationsResearch37(2010)1675-1687.
[12] M. J. Asgharpour, "Multi-criteria decision making", (6th ed.), Iran:
Tehran University Press, 2009.
[1] D.N.P. Murthy, O. Solem b, T. Roren, "Product warranty logistics:
Issues and challenges--, European Journal of Operational Research Vol.
156, pp. 110-126, 2004.
[2] Balinski, M.L (1965), "Integer programming: methods, uses,
computation", Management science 12, 253-313.
[3] Melo.M, Nickel.S, Saldanha-da-Gama.F, "Facility location and supply
chain management - A review", European Journal of Operational
Research 196, 401-412, 2009.
[4] Langevin,A. Riopel, D., Logistics systems: design and optimization,
Springer (2005).
[5] Snyder, L.V., Daskin, M.S., "Reliability models for facility location: the
expected failure cost case", Transportation Science 39 (3), 400-416,
2005.
[6] ReVelle, C., Hogan, K., "The maximum availability location problem",
Transportation Science 23, 192-200, 1989.
[7] Shen.Z, Zhan.L, Zhang.J, "The Reliable Facility Location Problem:
Formulations, Heuristics and Approximation Algorithms", Informs on
journal on computing (2010).
[8] Gade D, Pohl EA, "Sample average approximation applied to the
capacitated-facilities location problem with unreliable facilities", Proc.
IMechE, Vol. 223, part O: J. Risk & Reliability, 2009.
[9] J.Lee, Y.Lee, "Tabu based heuristics for the generalized hierarchical
covering location problem", Computers & Industrial Engineering
(2010).
[10] Amiri, "Designing a distribution network in a supply chain system:
Formulation and efficient solution procedure--, European Journal of
Operational Research 171 (2006) 567-576.
[11] O.Berman, Z.Drezner, D.Krass, "Generalized coverage: New
developments in covering location models", Computers
&OperationsResearch37(2010)1675-1687.
[12] M. J. Asgharpour, "Multi-criteria decision making", (6th ed.), Iran:
Tehran University Press, 2009.
@article{"International Journal of Mechanical, Industrial and Aerospace Sciences:57455", author = "Mehdi Seifbarghy and Sajjad Jalali and Seyed Habib A. Rahmati", title = "Reliable Capacitated Facility Location Problem Considering Maximal Covering", abstract = "This paper provides a framework in order to
incorporate reliability issue as a sign of disruption in distribution
systems and partial covering theory as a response to limitation in
coverage radios and economical preferences, simultaneously into the
traditional literatures of capacitated facility location problems. As a
result we develop a bi-objective model based on the discrete
scenarios for expected cost minimization and demands coverage
maximization through a three echelon supply chain network by
facilitating multi-capacity levels for provider side layers and
imposing gradual coverage function for distribution centers (DCs).
Additionally, in spite of objectives aggregation for solving the model
through LINGO software, a branch of LP-Metric method called Min-
Max approach is proposed and different aspects of corresponds
model will be explored.", keywords = "Reliability Cost, Partial Covering, LP-Metric", volume = "6", number = "1", pages = "182-4", }