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posterior articulation of preferences
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Multiple-criteria design problems typically require the solution of a series of mathematical programming models in order to reveal implicitly defined solutions. For these problems, a representation or approximation of "efficient solutions" may also be of interest. This category is referred to as "posterior articulation of preferences," implying that the DM’s involvement starts posterior to the explicit revelation of "interesting" solutions
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Multiple-criteria decision analysis - Wikipedia, the free encyclopedia
preferences." These methods have been well-developed for both the multiple criteria evaluation (see for example Geoffrion, Dyer and Feinberg, 1972, [8] and Köksalan and Sagala, 1995 [9] ) and design problems (see Steuer, 1986 [10] ). <span>Multiple-criteria design problems typically require the solution of a series of mathematical programming models in order to reveal implicitly defined solutions. For these problems, a representation or approximation of "efficient solutions" may also be of interest. This category is referred to as "posterior articulation of preferences," implying that the DM’s involvement starts posterior to the explicit revelation of "interesting" solutions (see for example Karasakal and Köksalan, 2009 [11] ). When the mathematical programming models contain integer variables, the design problems become harder to solve. Multiobjective Com


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