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Thep-median scheduling and location problem
Abstract With few exceptions, public-facility location models have considered facility accessibility to be solely a function of spatial distribution relative to demand. In this paper, we expand this definition to recognize a temporal component as well. A model is presented that optimally locates a given number of facilities and simultaneously schedules their operations to maximize accessibility to demand. In addition, for the special case when facilities already exist, a model is presented that focuses solely on the optimal scheduling of facility operations. Test results indicate that these models may have significant and varied implications for locational and policy analysis.
Thep-median scheduling and location problem
Abstract With few exceptions, public-facility location models have considered facility accessibility to be solely a function of spatial distribution relative to demand. In this paper, we expand this definition to recognize a temporal component as well. A model is presented that optimally locates a given number of facilities and simultaneously schedules their operations to maximize accessibility to demand. In addition, for the special case when facilities already exist, a model is presented that focuses solely on the optimal scheduling of facility operations. Test results indicate that these models may have significant and varied implications for locational and policy analysis.
Thep-median scheduling and location problem
Bloxham, Craig A. (author) / Church, Richard L. (author)
1991
Article (Journal)
English
BKL:
74.12
Stadtgeographie, Siedlungsgeographie
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