Multi-Objective Interval-Valued Neutrosophic Optimization with Application

Multi-Objective Interval-Valued Neutrosophic Optimization with Application. Khalil, S., Kousar, S., Freen, G., & Imran, M. International Journal of Fuzzy Systems, 24(3):1343–1355, April, 2022. 1 citations (Semantic Scholar/DOI) [2023-03-03]

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This article dealt data from real life applications in interval neutrosophic environment. The proposed approach work on the principle that the decision set is the conﬂuence of objectives and constraints while membership functions are deﬁned according to the aspiration of decision-maker. Since current work discusses the interval neutrosophic optimization, therefore, the aspiration levels for interval-valued true, interval-valued falsity and interval-valued indeterminacy solely depends on the conﬂuence criteria and algebra of interval neutrosophic sets. Denominators of each membership function are chosen so that it expresses the limit of the probable violation of the inequalities given in the problem. Several real life applications are given to justify the legitimacy, applicability and validity of proposed approach and a comparative study has been made between newly proposed and existed techniques. Conclusion which has been drawn based on that relative examination and results not only open research gateway in optimization but also in information fusion, decision-making and statistics.

@article{khalil_multi-objective_2022,
	title = {Multi-{Objective} {Interval}-{Valued} {Neutrosophic} {Optimization} with {Application}},
	volume = {24},
	issn = {1562-2479, 2199-3211},
	url = {https://link.springer.com/10.1007/s40815-021-01192-w},
	doi = {10.1007/s40815-021-01192-w},
	abstract = {This article dealt data from real life applications in interval neutrosophic environment. The proposed approach work on the principle that the decision set is the conﬂuence of objectives and constraints while membership functions are deﬁned according to the aspiration of decision-maker. Since current work discusses the interval neutrosophic optimization, therefore, the aspiration levels for interval-valued true, interval-valued falsity and interval-valued indeterminacy solely depends on the conﬂuence criteria and algebra of interval neutrosophic sets. Denominators of each membership function are chosen so that it expresses the limit of the probable violation of the inequalities given in the problem. Several real life applications are given to justify the legitimacy, applicability and validity of proposed approach and a comparative study has been made between newly proposed and existed techniques. Conclusion which has been drawn based on that relative examination and results not only open research gateway in optimization but also in information fusion, decision-making and statistics.},
	language = {en},
	number = {3},
	urldate = {2022-06-12},
	journal = {International Journal of Fuzzy Systems},
	author = {Khalil, Sumbal and Kousar, Sajida and Freen, Gul and Imran, Muhammad},
	month = apr,
	year = {2022},
	note = {1 citations (Semantic Scholar/DOI) [2023-03-03]},
	keywords = {/unread},
	pages = {1343--1355},
}

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