2017
DOI: 10.1016/j.energy.2016.12.052
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The PROMETHEE multiple criteria decision making analysis for selecting the best membrane prepared from sulfonated poly(ether ketone)s and poly(ether sulfone)s for proton exchange membrane fuel cell

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Cited by 40 publications
(11 citation statements)
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“…The goal in Promethee I is full rank. While Promethee II is used to make binary comparisons between both criteria, Promethee III deals with ranges, and Promethee IV deals with numbers [46]. According to an exemplary Promethee II method, the calculation consists of four main stages [47].…”
Section: Preference Ranking Organization Methods For Enrichment Evaluation (Promethee)mentioning
confidence: 99%
“…The goal in Promethee I is full rank. While Promethee II is used to make binary comparisons between both criteria, Promethee III deals with ranges, and Promethee IV deals with numbers [46]. According to an exemplary Promethee II method, the calculation consists of four main stages [47].…”
Section: Preference Ranking Organization Methods For Enrichment Evaluation (Promethee)mentioning
confidence: 99%
“…In PROMETHEE 2, basing on 0 , a we construct an outranking graph of alternatives that are classified from the alternative of the highest net flow to the lesser one. PROMETHEE has resulted in the development of software called PROMCALC (PROMETHEE CALCulations) (Mareschal and Brans, 1986), Decision Lab (Geldermann and Zhang, 2001) and other software developed in the literature (Nikouei et al, 2017;Sharma and Bawa, 2016). It has been successfully applied for solving real decision problems in many areas including outsourcing, logistics, transportation, environment management, business and finance (Huang, 2017;Behzadian et al, 2010;Nikouei et al, 2017;Brans and De Smet, 2016).…”
Section: Revised Ahp Methods (Ahpr)mentioning
confidence: 99%
“…The GAIA (Geometrical Analysis for Interactive Aids) plane is a graphical tool which is part of the PROMETHEE software. This tool helps better understand a multidimensional MCDA problem by projecting it to a two-dimensional figure while losing minimum information (Nikouei et al, 2017). The GAIA plane is constructed by decomposing the net outranking flow 𝜑(𝑎) by means of a principal component analysis (PCA) algorithm.…”
Section: Gaia Planementioning
confidence: 99%