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FUZZY ECONOMIC REVIEW, Volume 29

ADVANCED ENTROPY MODELS IN PYTHAGOREAN FUZZY SETS: REVOLUTIONIZING MULTI-CRITERIA DECISION MAKING WITH PF-VIKOR

S. Abbas. Faculty of Engineering, Sciences and Technology, Iqra University Karachi, Pakistan. E-mail: sahar.abbas@iqra.edu.pk

Zahoor Hussain. Faculty of Computing and Emerging Technologies (FCET), Hyderabad Institute for Technology and Management Sciences, Pakistan. E-mail: zahoor.hussain@hitms.edu.pk

Zahid Hussain. Department of Mathematical Science, Karakoram International University, Gilgit-Baltistan, Pakistan. E-mail: zahid.hussain@kiu.edu.pk

I. Ali. Department of Applied Mathematics, Northwestern Polytechnical University, Xian, China. E-mail: israr.ali328250@gmail.com

S. M. Mudabar. Institute of Business Administration (IBA) Karachi, Pakistan. E-mail: smudabbir@iba.edu.pk

Entropy is a fuzzy set (FS) property that measures the degree of fuzziness within a FS. This manuscript proposes an entropy measure based on the Pythagorean fuzzy decision-making (PFDM) method. Firstly, a novel definition is suggested with the help of interrelated properties. Secondly, the degree of hesitation is also added…
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NEUTROSOPHIC CONSENSUS REACHING WITH UNKNOWN WEIGHTS

Mohamed El Alaoui. Laboratory of Research in Engineering Sciences and Innovation, National School of Applied Sciences – ENSA Beni-Mellal, Sultan Moulay Slimane University - USMS, Beni-Mellal, Morocco. E-mail: mohamedelalaoui208@gmail.com

Neutrosophic sets gain increasing attention since they permit capturing experts’ opinions regarding uncertainty and indeterminacy. However, few authors tackled the consensus-achieving process in the Neutrosophic context. This work proposes an iterative algorithm to attain consensus from opinions expressed by single-valued neutrosophic numbers with unknown weights. The objective is to minimize…
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