Jensen’s inequalities for standard and generalized asymmetric Choquet integrals
Jensen’s inequalities for standard and generalized asymmetric Choquet integrals
Autori:
Časopis: Fuzzy Sets and Systems
Volume 457
ISSN: 0165-0114
DOI: 10.1016/j.fss.2022.06.013
Stranice: 119-124
Apstrakt:
In a recent paper by the authors, Jensen’s inequality for Choquet integral was given, and a wrong assertion—“Jensen’s inequality does not hold for asymmetric Choquet integral” was made. This paper can be viewed as a continuation of the previous one, Jensen’s inequality for asymmetric Choquet integral is proved, the error is corrected. As its generalization, Jensen’s inequality for generalized asymmetric Choquet integral is obtained.
Ključne reči: Jensen’s inequality; Choquet integral; Asymmetric Choquet integral; Generalized asymmetric Choquet integral
Kategorije objave:
Bibliografske reference nastavnika Univerziteta Singidunum
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