Dombi-Normalized Weighted Bonferroni Mean Operators with Novel Multiple-Valued Complex Neutrosophic Uncertain Linguistic Sets and Their Application in Decision Making

Although fuzzy set concepts have evolved, neutrosophic sets are attracting more attention due to the greater power of structure sets. The ability account for components that true, false or neither true nor is useful in resolution real-life problems. However, simultaneous variations render unsuitable specific circumstances. To enable management these sorts issues, we combine principle multi-valued uncertain linguistic and complex develop Multi-valued can contain grades truth, abstinence, falsity, terms, which expressed as numbers whose real imaginary parts limited unit interval. Some important Dombi laws elaborated along with Bonferroni mean operators, offer a flexible general modifiable factors. means aggregation operators perform significant role conveying magnitude level options characteristics. determine relationships among any number attributes, Dombi-normalized weighted discuss their properties some special cases. By using laws, deploy multi-attribute decision-making (MADM) technique novel flexibility approach, resolve numerical examples based on proposed operator. Finally, work validated help comparative analysis, discussion its advantages, geometric expressions theories.