References
[1] Alves, M.L.,
& Almeida, M.T. (1992). Simulated annealing algorithm for simple plant location
problem. Rev. Invest., 12.
[2] Balinski, M.
(1965). Integer programming: Methods, uses computation. Management Science, 12, 254-313.
[3] Beasley, J.E. (1990). OR-Library: distributing test problems by
electronic mail. Journal of the
Operational Research Society, 41, 1069-1072.
[4]
Bilde, O., & Krarup, J.
(1997). Sharp lower bounds and efficient algorithms for the
simple plant location problem. Annals of Discrete Mathematics, 1, pp
77-97.
[5] Brandeau M.L., & Chiu, S.S. (1989). An overview of representative
problems in location research. Management
Science, 35, 6, 645-674.
[6] Conn, A.R., & Cornuéjols, G. (1990). A Projection method for the
uncapacitated facility location problem. Mathematical
Programming, 46, pp. 273-298.
[7] Cornuejols, G., Nemhauser, G.L. & Wolsey, L.A. (1990) The
uncapacitated facility location problem. In: Mirchandani, P.B., & Francis, R.L. (Eds.), Discrete Location
Theory, Wiley-InterScience, New York, pp. 119-171.
[8] Crainic, T.G.
(2003). Long-Haul Freight Transportation. Handbook of Transportation Science,
Springer New York, NY.
[9] Erlenkotter, D.
(1978). A Dual-Based Procedure for Uncapacitated Facility Location. Operations Research, 26(6), 992-1009.
[10] Galvăo, R.D. (2004). Uncapacitated Facility
Location Problems: Contributions. Pesquisa
Operacional, 24, 7 -38.
[11] Ghosh, D.
(2003). Neighborhood search heuristics for the uncapacitated facility location
problem. European Journal of Operational
Research, 150, 150-162.
[12]
Goldengorin, B., Tijssen, G.A., Ghosh,
D., & Sierksma G. (2003). Solving the Simple Plant Location Problem
using a Data Correcting Approach. Journal
of Global Optimization, 25(4), 377-406.
[13]
Goldengorin, B. Ghosh, D. & Sierksma, G. (2004). Branch and peg
algorithms for the simple plant location problem. Computers & OR 31(2) pp. 241-255.
[14]
Hale, T.S., & Moberg, C.R. (2003). Location Science
Research: A Review. Annals of Operations
Research, 123, 21-35.
[15] Janáček,
J., & Kovačiková, J. (1997). Exact
Solution Techniques for Large Location Problems. In Proceedings of the International Conference: Mathematical Methods in
Economics, Ostrava, 80-84.
[16] Janáček, J. (2004). Service System Design in the Public and Private
Sectors. In
Proceedings of the International
Conference: Mathematical Methods in Economics, Virt, 101 – 108.
[17]
Klose, A., & Drexl, A. (2005). Facility location models for distribution system design. European Journal of Operational Research
162, 4-29.
[18] Körkel, M. (1989). On then exact solution of large –
scale simple plant location problem. European
Journal of Operational Research, 39(2), 157-173.
[19] Kratica, J., Tosic,
D., Filipovic, V., & Ljubic, I.
(2001). Solving the simple plant location problem by genetic algorithm RAIRO Operations Research, 35, 127-142.
[20] Labbé, M., &Louveaux, F.V., (1997).
Location problem. In: DellAmico N, Maffioli F and Martello S (Eds). Annotated
Bibliographies in Combinatorial Optimization. John Wiley & Sons: New
York, pp. 264–271.
[21]
Michel, L., & Hentenrych, P.V. (2004). A simple tabu
search for warehouse location. European Journal of Operational Research, 157(3),
576 ‑ 591.
[22]
Mladenović, N., Brimberg, J., & Hansen, P.
(2006). A
note on duality gap in the simple plant location problem. European Journal of Operational Research, 174, 11-22.
[23] Owen, H.O., & Daskin, M.S. (1998).
Strategic facility location: A review. European journal of Operational
Research 111, 423-447.
[24] Resende,
M.G.C, & Werneck, R.F. (2006). A hybrid multistart heuristic for the
uncapacitated facility location problem. European
Journal of Operational Research, 174, 54-68.
[25] Sultan, K.S.,
& Fawzan, M.A. (1999). A tabu search approach to the uncapacitated facility
location problem. Annals of Operations
Research, 86, 91 – 103.