Closeness co-efficients of alternatives.

<div><p>The concept of the Dual-hesitant fermatean fuzzy set (DHFFS) represents a significant advancement in practical implementation, combining Fermatean fuzzy sets and Dual-hesitant sets. This new structure uses membership and non-membership hesitancy and is more adaptable for arriving...

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محفوظ في:

التفاصيل البيبلوغرافية
المؤلف الرئيسي:	Muhammad Amman (19942203) (author)
مؤلفون آخرون:	Tabasam Rashid (7224161) (author), Asif Ali (285640) (author), Olayan Albalawi (9532408) (author), Aiedh Mrisi Alharthi (18119026) (author)
منشور في:	2024
الموضوعات:	Genetics Pharmacology Biotechnology Science Policy Space Science Biological Sciences not elsewhere classified Mathematical Sciences not elsewhere classified Chemical Sciences not elsewhere classified approachs ’ accuracy div >< p ‐ norm (< ‐ conorm (< new aggregation operators dhffs greatly improves hamacher weighted arithmetic making </ p norm (< conorm (< power arithmetic world decision traditional methods tackle multiple significant advancement scale decision results show proposed methods practical implementation making processes intersection formulas improved union ht </ hesitant sets criteria decision conventional techniques case study applying generalized
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Closeness co-efficients of alternatives.

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