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Multi-Criteria Ranking Methods

Weighted methods are commonly used to rank the alternatives under conflicting criteria. Based on the DM s preferences, a weight Wj is obtained for criterion such that [Pg.18]

a weighted score of the criteria values is calculated for each alternative as follows  [Pg.18]

The alternatives are then ranked based on their scores. The alternative with the highest score is ranked at the top. [Pg.18]


In this chapter, we discuss supplier selection models and the multiple conflicting criteria used in supplier selection. Multi-criteria ranking methods for the prequalification of suppliers are discussed in detail. Next, multi-criteria optimization models are presented to determine the optimal order alloca-hon among the shortlisted suppliers. Several variants of goal programming methods for solving multiple criteria mathematical programming models are presented with a case study. [Pg.21]

Multi-Criteria Ranking Methods for Supplier Selection... [Pg.308]

For a more detailed discussion of multi-criteria ranking methods, the reader is referred to Masud and Ravindran (2008,2009). [Pg.310]

When tackling a multi-objective problem by GAs, various approaches to fitness definition may be adopted Fonseca (1995). In what follows we will resort to the so called Pareto-based methods Goldberg (1989) once a population of chromosomes has been created, these are ranked according to the Pareto dominance criterion by looking at the /-dimensional space of the fitnessesfi U), i = Firstly,... [Pg.1818]


See other pages where Multi-Criteria Ranking Methods is mentioned: [Pg.491]    [Pg.18]    [Pg.255]    [Pg.271]    [Pg.189]    [Pg.101]   


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