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By Prof. Dr. Wolfgang Domschke, Dr. Andreas Drexl (auth.)

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Annals of Discrete Mathematics 11 (1981 a), PP• 147-166. ; D. -F. Thisse: Some localization theorems for a constrained Weber problem. JRS 21 (1981 b>, PP• 103-115. ; o. -F. Thisse: On the location of an obnoxious fatilfty. Sistemi Urbani 3 (1981 c>, PP• 299-317. ; o. Peeters and J,-F, Thisse: An algcrith~ fcr a constrained Weber ~reble~. -F. Thisse: Public facility locatton models: A selective survey. -F. G. >: locational analysis of public facilities. NorthHolland, Amsterdam 1983, PP• 223-262, J Hansen, Po; J, Perreur and J,-F, Thisse: Location theory, dominante and conveKity: Some further results.

INFOR 7 (1969), PP• 45-61. D. Disse~tation, O~egon State University 1976. prog~amming. P. L. Riggs: An application of facilfties location to the design of fo~est harvesting a~eas. AIIE 9 (1977>, PP• 270-277. w. Giffin: An efficient heuristic for identifying a maximum weight planar subgraph. J. Billington et al. >: Combinatorial mathematics IX. Lecture Notes in Mathematics, Val. 952. Springer, Berlin Heidelberg - New York 1982, PP• 239-251. S. L plant location patterns. Report, Palo Alto 1979. : The spatial behavior of hospital patients: A behavioral approach to spatial interaction in metropolitan Chicago.

Solutions of generalized locational eauilibrtum models. JRS 7 <1967>, PP• 1-18. H Cooper, L: An extension of the generalized Weber problem. JRS 8 (1968), PP• 181-197. H Cooper, Lo: The transportation-locatton problem. OR 20 <1972), ~P• 94-108. J Cooper, L: N-dimensional location models: An application to cluster anatysis. JRS 13 <1973 a>, PP• 41-54. J Cooper, L: Probabilistic location-allocation. ORSA Bullo 21 (1973 b), P• B25. J Cooper, Lo: A random locational eauilibrium problem. JRS 14 (1974), PP• 47-54.

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