

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. © 2022 Elsevier B.V.
| Engineering controlled terms: | Fuzzy setsIntegral equations |
|---|---|
| Engineering uncontrolled terms | Asymmetric choquet integralChoquet integralGeneralisationGeneralized asymmetric choquet integralJensen's inequality |
| Engineering main heading: | Artificial intelligence |
| Funding sponsor | Funding number | Acronym |
|---|---|---|
| Natural Science Foundation of Jilin Province | 20190201014JC,APVV-18-0052 | |
| Science Fund of the Republic of Serbia | 652410 |
The work was supported by the Natural Science Fund of Jilin Province (No. 20190201014JC ) (for the first author), by grants APVV-18-0052 (for the second author), and by Science Fund of the Republic of Serbia , #Grant No. 652410 , AI-ATLAS (for the third author).
Zhang, D.; College of Mathematics, Changchun Normal University, Jilin, Changchun, China;
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