Geoscience Reference
In-Depth Information
Carrizosa E, Muñoz-Márquez M, Puerto J (1998b) A note on the optimal positioning of service
units. Oper Res 46:155-156
Carrizosa E, Muñoz-Márquez M, Puerto J (1998c) The Weber problem with regional demand. Eur
J Oper Res 104:358-365
Chaudhry SS (2006) A genetic algorithm approach to solving the anti-covering location problem.
Expert Syst 23:251-257
Christaller W (1966) Central places in southern Germany. Prentice-Hall, London
Church R, ReVelle C (1974) The maximal covering location problem. Pap Reg Sci Assoc
32:101-118
Current JR, Schilling DA (1990) Analysis of errors due to demand data aggregation in the set
covering and maximal covering location problems. Geogr Anal 22:116-126
Curtin KM, Church RL (2006) A family of location models for multiple-type discrete dispersion.
Geogr Anal 38:248-270
Daskin MS, Haghani AE, Khanal M, Malandraki C (1989) Aggregation effects in maximum
covering models. Ann Oper Res 18:113-139
Drezner Z (2012) Solving planar location problems by global optimization. Logist Res 6:17-23
Drezner Z, Suzuki A (2004) The big triangle small triangle method for the solution of nonconvex
facility location problems. Oper Res 52:128-135
Drezner Z, Wesolowsky G (1994) Finding the circle or rectangle containing the minimum weight
of points. Locat Sci 2:83-90
Drezner Z, Wesolowsky GO, Drezner T (2004) The gradual covering problem. Nav Res Log
51:841-855
Erkut E, Neuman S (1989) Analytical models for locating undesirable facilities. Eur J Oper Res
40:275-291
Erkut E, Neuman S (1991) Comparison of four models for dispersing facilities. INFOR 29:68-86
Farhan B, Murray AT (2006) Distance decay and coverage in facility location planning. Ann Reg
Sci 40:279-295
Fekete SP, Mitchell JSB, Beurer K (2005) On the continuous fermat-weber problem. Oper Res
53:61-76
Fernández J, Fernández P, Pelegrín B (2000) A continuous location model for siting a non-noxious
undesirable facility within a geographical region. Eur J Oper Res 121:259-274
Fliege J (2001) OLAF—a general modeling system to evaluate and optimize the location of an air
polluting facility. OR Spectr 23:117-136
Francis RL, Lowe TJ (2011) Comparative error bound theory for three location models: continuous
demand versus discrete demand. TOP 22:144-169
Francis RL, Lowe TJ, Tamir A (2000) Aggregation error bounds for a class of location models.
Oper Res 48:294-307
Francis RL, Lowe TJ, Tamir A (2002) Demand point aggregation for location models. In: Drezner
Z, Hamacher HW (eds) Facility location. Springer, Berlin/Heidelberg, pp 207-232
Francis RL, Lowe TJ, Rayco MB, Tamir A (2008) Aggregation error for location models: survey
and analysis. Ann Oper Res 167:171-208
Hansen P, Peeters D, Richard D, Thisse JF (1985) The minisum and minimax location problems
revisited. Oper Res 33:1251-1265
Hwang M, Chiang C, Liu Y (2004) Solving a fuzzy set-covering problem. Math Comput Model
40:861-865
Karasakal O, Karasakal EK (2004) A maximal covering location model in the presence of partial
coverage. Comput Oper Res 31:1515-1526
Karkazis J, Papadimitriou C (1992) A branch-and-bound algorithm for the location of facilities
causing atmospheric pollution. Eur J Oper Res 58:363-373
Kim K, Murray AT (2008) Enhancing spatial representation in primary and secondary coverage
location modeling. J Reg Sci 48:745-768
Kolen A, Tamir A (1990) Covering problems. In: Mirchandani P, Francis R (eds) Discrete location
theory. Wiley, New York
Search WWH ::




Custom Search