2014
DOI: 10.1007/s00170-014-6227-3
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Prioritization of textile fabric defects using ordered weighted averaging operator

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Cited by 18 publications
(4 citation statements)
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“…The OWA weight vector γ can be generated in a way that echoes the subjectivity level of the DM. Although there are several approaches for generating these weights (see, e.g., Emrouznejad & Marra, 2014), the minimax disparity models are the most frequently used approaches (Saeidi et al, 2015). In our study, the following model, due to Wang & Parkan (2005), is used.…”
Section: Ordered Weighted Averagingmentioning
confidence: 99%
“…The OWA weight vector γ can be generated in a way that echoes the subjectivity level of the DM. Although there are several approaches for generating these weights (see, e.g., Emrouznejad & Marra, 2014), the minimax disparity models are the most frequently used approaches (Saeidi et al, 2015). In our study, the following model, due to Wang & Parkan (2005), is used.…”
Section: Ordered Weighted Averagingmentioning
confidence: 99%
“…The OWA operator (Yager, ) with a weight vector π ∈ [0,1] K is a function f();uπ=i=1K0.12emπi.suiwhere su i is the i th largest factor of the argument u = ( u 1 , …, u K ) and π i is the associated OWA weight, with i = 1,…, K and i=1K0.12emπi=1. Although there are several approaches for generating the weight vector π , the minimax disparity models remain the most commonly used (e.g., Saeidi, Oukil, Amin, & Raissi, ). In our study, we use the model due to Wang and Parkan () and defined as follows.…”
Section: A Two‐model Hybrid Approach For Rankingmentioning
confidence: 99%
“…Order weighted operation (OWA) model and data envelopment analysis (DEA) are applied for another fabric defects problem and Saeidi et al presented DEA approach to rank defects from the most to the least important and introduced a new method to prioritize the observed defects using the OWA operator (Saeidi, Oukil, & Amin, 2015).…”
Section: Introductionmentioning
confidence: 99%