Pages that link to "Item:Q2123513"
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The following pages link to A ranking model of Z-mixture-numbers based on the ideal degree and its application in multi-attribute decision making (Q2123513):
Displaying 10 items.
- Multiattribute decision-making problems in terms of the weighted mean operation of two aggregation operators of orthopair \(Z\)-numbers (Q2051687) (← links)
- An improved model in fusing multi-source information based on \(Z\)-numbers and POWA operator (Q2064995) (← links)
- A novel multi-attribute decision-making framework based on Z-RIM: an illustrative example of cloud service selection (Q2156933) (← links)
- Likelihood-based qualitative flexible approach to ranking of \(Z\)-numbers in decision problems (Q2185027) (← links)
- Comprehensive fuzzy concept-oriented three-way decision and its application (Q6190039) (← links)
- Design alternative assessment and selection: a novel Z-cloud rough number-based BWM-MABAC model (Q6191619) (← links)
- Multi-attribute predictive analysis based on attribute-oriented fuzzy rough sets in fuzzy information systems (Q6195447) (← links)
- A novel TODIM-based multi-attribute decision making method under information described by \(Z\)-numbers for selecting online B\&B (Q6497343) (← links)
- A novel three-way classification and ranking approach based on regret theory and TOPSIS (Q6539397) (← links)
- On a total order on the set of \(Z\)-numbers based on discrete fuzzy numbers (Q6576423) (← links)
