An interactive computer system for multicriteria facility location☆
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Cited by (17)
A DSS for bicriteria location problems
2014, Decision Support SystemsCitation Excerpt :For example, the objective function could represent total costs, total risk or environmental impact resulting from open services and transportation between communities and services. There are several examples in the literature (Hultz et al. [24], Revelle and Laporte [36], Ross and Soland [37]) where we can find different meanings for this objective function structure. Nowadays, the bicriteria location models implemented in SABILOC are four: the simple facility location (Krarup and Pruzan [28]), the p-facility location (Cornuejols et al. [8]), the capacitated location (Guignard and Spielberg [22]) and the modular location (Correia and Captivo [9]).
An interactive procedure dedicated to a bicriteria plant location model
2003, Computers and Operations ResearchMultiobjective analysis of facility location decisions
1990, European Journal of Operational ResearchMulticriteria location of thermal power plants
1990, European Journal of Operational ResearchThe design of multiactivity multifacility systems
1983, European Journal of Operational Research
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This research was supported by the U.S. Department of Transportation under contract DOT-TSC-1617.
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Dr.John Hultz is Senior Systems Analyst for Analysis, Research and Computation, Inc. He holds a B.A. in Mathematics and a Ph.D. in Business Administration from the University of Texas at Austin. He has several years of experience as a systems analyst, having consulted on the design and implementation of mathematical programming systems for the U.S. Treasury and the U.S. Army. He is the author of 9 papers in the areas of network analysis and statistical analysis.
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Dr. Darwin Klingman is Professor of Operations Research and Computer Sciences and Director of Computer Science Research at the Center for Cybernetic Studies at the University of Texas at Austin. He holds a B.A and M.A. in Mathematics from Washington State University and a Ph.D. in Mathematics, Computer Science and Business Administration from the University of Texas at Austin. He is the author of more than seventy published papers on the theory and computational implementation of transportation and network algorithms, linked list structures, graphs and integer programming. He has consulted for government and industry on the application of operations research and computer science to water resource management, site location models, transportation planning, network mathematical programming systems, telecommunication networks and integer programming problems.
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Dr. Terry Ross is Associate Professor of Management Sciences at the University of Georgia. He holds a B.B.A and a Ph.D. in Business Administration, Mathematics and Computer Science from the University of Texas at Austin. He is the author of eight published papers in the areas of network analysis and integer programming. He has worked as a computer systems analyst for the University of Texas and has been a consultant on the design and implementation of large-scale mathematical programming systems for solving machine loading, facility location, manpower assignment and production planning problems.
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Dr. Richard Soland is Research Professor in the Department of Operations Research at the George Washington University. He holds a B.E.E. from Rensselaer Polytechnic Institute and a Ph.D. in Mathematics from Massachusetts Institute of Technology. He was for seven years a member of the Advanced Research Department of Research Analysis Corporation involved in research on mathematical models for problems of the U.S. Army. He has held academic appointments at several major universities in the U.S., Canada and Europe and was a Fulbright Lecturer in Operations Research at the Helsinki School of Economics and Business Administration. He is the author of more than 25 published papers in the fields of location theory, optimization theory and statistics.