Y.Y. Haimes and D. Li, "Hierarchical multiobjective analysis for large-scale systems: Review and current status," Automatica, vol. 24, no. 1, pp. 53-69, 1988.  Home/Search   Document Not in Database   Summary   Related Articles   Check

....to the indifference band (a subset of the Pareto optimal set where the improvement of one objective function is equivalent in Bandwidth allocation for virtual paths (BAVP) Investigation of performance of . A. Pitsillides 4 the mind of the decision maker # to the degradation of another [39]) C. Solution approaches Many methods that generate the set of feasible solutions of multiobjective BAVP [22] 40] exist. These include: ## The weighted sum (or convex combination) of the objective functions [31] weighting method, parametric method) For example, Herzberg et al. [29] converts ....

Y.Y.Haimes,K.Tarvainen,T.Shima,J.Thadathil, "Hierarchical Multiobjective Analysis of Large-Scale Systems", Hemisphere Publishing, 1990.

....the use of nonlinear optimization techniques in the solution of large scale design problems. Model based decomposition allows identification of weakly connected model substructures that satisfy demands of parallel computation and availability of computational resources. Moreover, as shown in [30] for overlapping coordination, there is evidence that weakly connected submodels improve the convergence properties of coordination strategies used to solve the partitioned ODP GDP. Hypergraphs are used to represent design A HYPERGRAPH FRAMEWORK FOR OPTIMAL MODEL BASED DECOMPOSITION OF DESIGN ....

Y. Haimes, K. Tarvainen, T. Shima, and J. Thadathil, Hierarchical Multiobjective Analysis of Large-Scale Systems, HPC, New York, 1990

.... criteria procedures, see Steuer [1986] See also for surveys Hwang and Masud [1979] Shin and Ravindran [1991] and White [1990] Other well known books which provide a deeper background and additional references especially in the field of Multiple Objective Optimization include Cohon [1978] Haimes et al. 1990], Ignizio [1976] Sawaragi et al. 1985] Yu [1985] and Zeleny [1982] 5. A Reference Direction Approach Our purpose is to describe an interactive method called a Reference Direction Approach developed by Korhonen and Laakso [1986] The Achievement Scalarizing Function is the main theoretical ....

Haimes, Y., Tarvainen, K., Shima, T., and Thadathil, J. (1990), Hierarchical Multiobjective Analysis of Large-Scale Systems, New York, Hemisphere Publishing Company.

.... VIMDA by Korhonen [1987] and [1988] For an excellent review of several interactive multiple criteria procedures, see Steuer [1986] Other well known books that provides a deeper background and additional references especially in the field of Multiple Objective Optimization include Cohon [1978] Haimes [1990], Hwang and Masud [1979] Ignizio [1976] Sawaragi, Nakayama, and Tanino [1985] Yu [1985] and Zeleny [1982] Multiple Objective Linear Programming (MOLP) is the most commonly studied problem in Multiple Criteria Decision Making (MCDM) Most solution methods are developed for this problem. 5. An ....

Haimes, Y., Tarvainen, K., Shima, T., and Thadathil, J. (1990), Hierarchical Multiobjective Analysis of Large-Scale Systems, New York, Hemisphere Publishing Company.

....a problem, so it is not reasonable to consider such a problem as a single one. 2. 4 Multi Level Optimization for Concurrent Engineering Haimes and others presents several extensions to HMO that attempt to address the needs of CE: hierarchical overlapping coordination (HOC) Macko and Haimes, 1978; Haimes et al. 1990), and hierarchical holographic modeling (HHM) Haimes, 1981; Haimes et al. 1990) Since alternative decompositions of a single HMO problem may be feasible and desirable, HOC coordinates multiple decompositions. In other situations, multiple models, with some shared variables and objectives, may ....

.... Multi Level Optimization for Concurrent Engineering Haimes and others presents several extensions to HMO that attempt to address the needs of CE: hierarchical overlapping coordination (HOC) Macko and Haimes, 1978; Haimes et al. 1990) and hierarchical holographic modeling (HHM) Haimes, 1981; Haimes et al. 1990). Since alternative decompositions of a single HMO problem may be feasible and desirable, HOC coordinates multiple decompositions. In other situations, multiple models, with some shared variables and objectives, may be required, so HHM coordinates multiple HOC models with shared variables and ....

Haimes, Y.Y., et al. (1990). Hierarchical Multiobjective Analysis of Large-Scale Systems, Hemisphere Publishing Corp., New York.

No context found.

Y.Y. Haimes and D. Li, "Hierarchical multiobjective analysis for large-scale systems: Review and current status," Automatica, vol. 24, no. 1, pp. 53-69, 1988.

No context found.

Y. Y. Haimes, K. Tarvainen, T. Shima, J. Thadathil, "Hierarchical Multiobjective Analysis of Large-Scale Systems", Hemisphere Publishing, 1990.

No context found.

Y. Y. Haimes, K. Tarvainen, T. Shima, J. Thadathil, "Hierarchical Multiobjective Analysis of Large-Scale Systems", Hemisphere Publishing, 1990.

No context found.

Haimes, Y. Y.; Tarvainen, K.; Shima, T.; and Thadathil, J.: Hierarchical Multiobjective Analysis of Large-Scale Systems. Hemisphere Publ. Corp., 1990.

No context found.

Haimes, Y. Y.; Tarvainen, K.; Shima, T.; and Thadathil, J.: Hierarchical Multiobjective Analysis of Large-Scale Systems. Hemisphere Publ. Corp., 1990.

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