The determination of a subset of efficient solutions via goal programming
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Cited by (31)
A linguistic intelligent user guide for method selection in multi-objective decision support systems
2009, Information SciencesCitation Excerpt :The WMODSS aims to provide effective computerized online assistance to decision makers in dealing with various linear MODM problems. The WMODSS contains seven popular MODM methods: Efficient Solution via Goal Programming (ESGP) method [6], ISGP [16], IMOLP [19], Linear Goal Programming (LGP) method [5], STEM [1], STEUER method [22], and ZW method [31], in its method base with three main types: goal programming, interactive programming, and the combination of the two [4]. These seven MODM methods have the same objective of selecting the most satisfactory solution, but they come from different theoretic backgrounds and have related differences in the solution process.
An iterative goal programming approach for solving fuzzy multiobjective integer linear programming problems
2005, Applied Mathematics and ComputationStability set for integer linear goal programming
2004, Applied Mathematics and ComputationA goal programming procedure for solving problems with multiple fuzzy goals using dynamic programming
2003, European Journal of Operational ResearchA multicriteria approach for library needs assessment and budget allocation
1991, Socio-Economic Planning SciencesSolving generalized goal programming problems using a visual interactive approach
1986, European Journal of Operational Research
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Dr. James P. Ignizio received a B.S.E.E. from the University of Akron, a M.S.E. from the University of Alabama and a Ph.D. in Operations Research and Industrial Engineering from Virginia Polytechnic Institute. He is now a member of the faculty of the Department of Industrial and Management Systems Engineering at the Pennsylvania State University. Dr. Ignizio is the author of three textbooks in the Operations Research area and of numerous technical publications. His primary areas of research interests are in Multiobjective Optimization and Large-Scale Systems.