By Ph. Vincke (auth.), Panos M. Pardalos, Yannis Siskos, Constantin Zopounidis (eds.)
As its identify implies, Advances in Multicriteria Analysis offers the latest advancements in multicriteria research and in a few of its relevant components of software, together with advertising, examine and improvement overview, monetary making plans, and drugs. specific cognizance is paid to the interplay among multicriteria research, choice help platforms and choice modeling. The 5 sections of the booklet disguise: method; challenge structuring; software review; multi-objective optimisation; actual international purposes.
Audience: Researchers and execs who're operations researchers, administration scientists, desktop scientists, statisticians, determination analysts, advertising managers and monetary analysts.
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Extra resources for Advances in Multicriteria Analysis
In this note, we study a choice procedure based on the 'min in favor'. We show that it is the only one to satisfy a system of three independent axioms. Keywords: Decision Making, Fuzzy Preferences, Choice, Outranking Methods, MCDM. I - Introduction Let A be a finite set of objects with at least two elements. g. several criteria or the opinion of several voters. g. the sum of the weights of the criteria favoring a or the percentage of voters declaring that a is preferred or indifferent to b. This leads to a fuzzy (large) preference relation on A.
Kn-1) < kn < Mn(kl'~······•kn-1) In what follows, mi(k1,k2,..... ,~_ 1 ) will be defined by the maximum of a list of lower bounds of~. and Mi(k 1,k2,..... ,ki_ 1) by the minimum of a list of upper bounds of~- 26 Each of these lower or upper bounds takes the form of linear combination of ki for jil) ,we may rewrite the preceding inequality .
Many studies in behavioral science and experimental psychology are useful for defining questioning procedures, pertinent from the DMs' point of view (for an overview, see [Von Winterfeld & Edwards 86], [Paynes et al. 93]). 24 3. DIVAPIME: a way to elicit the importance of criteria in an MCAP based on a concordance principle In this section, we present an indirect ETIP, implemented in software called DIVAPIME (Determination d'Intervalles de VAriation pour les Parametres d'Importance des Methodes Electre).