Results 241 to 250 of about 1,954,469 (293)

Multiple Criteria Decision Making

Journal of Marketing Research, 1975
(1975). Multiple Criteria Decision Making. Journal of the Operational Research Society: Vol. 26, No. 2, pp. 343-344.
Robert L. Winkler, James L. Cochrane, Milan Zeleny   +2 more
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Multiple Criteria Decision Making

2007
Decision problems often exhibit these characteristics: the presence of multiple, conflicting criteria for judging alternatives and the need for making compromises of trade-offs regarding the outcomes of alternative courses of action. This chapter covers some of the practical methods available for helping make better decisions for these types of ...
Masud, Abu S.M., Ravindran, A. Ravi
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Multiple participant-multiple criteria decision making

IEEE Transactions on Systems, Man, and Cybernetics, 1993
Meaningful connections among different types of decision making Situations are established in order to improve the development of useful decision technologies for application to real world problems. More specifically, an assertion is put forward that suggests that single participant-multiple criteria (SPMC) and multiple participant-single criterion ...
K.W. Hipel, K.J. Radford, L. Fang
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Multiple-criteria decision making using isomorphism

1995 IEEE International Conference on Systems, Man and Cybernetics. Intelligent Systems for the 21st Century, 2002
The analytic hierarchy process(AHP) developed by Saaty (1980) has received much attention, as a useful evaluation technique in multiple-criteria decision-making. From the theoretical standpoint, however, a few weak points are noted. Among them are, (i) the problem to harmonize consistency, (ii) the redundancy of pairwise comparison results.
H. Miyagi, N. Taira, K. Yamashita
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Identification of Multiple Criteria Decision Making

1989
Assuming that m alternatives given by A = {a 1,..., a m } are evaluated by n criteria, called Z = {z 1,..., z n }, we obtain the utility function $$ u:A \times Z \to R\,with\,u\left( {{a_i},{z_j}} \right) = {u_{{ij}}} $$ (1.1) In the classical utility theory u is a linear function.
Mißler-Behr, Magdalena, Opitz, Otto
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Interdependence In Multiple Criteria Decision Making

1997
Modeling and optimization methods for handling multiple criteria decision problems have over the last 20 years been developed in both crisp and fuzzy environments. The overwhelming majority of approaches for finding best optimal or optimal compromise solutions to MCDM problems do not make use of the interdependences among the objectives.
Carlsson, Christer, Fuller, Robert
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Coordination based Multiple Criteria Decision Making

Journal of Decision Systems, 2007
There has been a growing interest et activity in the area of multiple criteria decision making (MCDM), especially in the last 20 years. Modelling et optimization methods have been developed in most referential problematic. The majority of approaches for finding best compromise solutions to MCDM problems make use of the Pareto optimality concept ...
Inès Ben Jaâfar, Khaled Ghédira
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Multiple Criteria Decision Making: An Introduction

1998
The basic traditional structure underlying any decision-making problem can be summarised as follows. The existence of limited resources (understanding the term resource in a broad sense), generates the constraints of the problem. The value of the decision variables satisfying the constraints define what is known as the feasible or attainable set.
Enrique Ballestero, Carlos Romero
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Multiple Criteria Threshold Decision Making Algorithms

SSRN Electronic Journal, 2010
In practice it is quite customary that an alternative is evaluated by means of n ≥ 2 grades x1, ..., xn, each of which taking an integer value from 1 («bad») to m ≥ 3 («perfect»). Thus, a problem arises to rank the set X of all n-dimensional vectors x with integer components from 1 to m. Under the assumption that a low grade in the vector x = (x1, ...,
Fuad T. Aleskerov, Vyacheslav Chistyakov, Valery Kalyagin   +2 more
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Two criteria in multiple decision making

Cybernetics and Systems Analysis, 2012
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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