Jensen’s inequality for Choquet integral revisited and a note on Jensen’s inequality for generalized Choquet integral
Jensen’s inequality for Choquet integral revisited and a note on Jensen’s inequality for generalized Choquet integral
Autori:
Časopis: Fuzzy Sets and Systems
Volume 430
ISSN: 0165-0114
DOI: 10.1016/j.fss.2021.09.004
Stranice: 79-87
Link: https://doi.org/https://doi.org/10.1016/j.fss.2021.09.004
Apstrakt:
In this paper, it is shown that Jensen’s inequality for Choquet integral given by R. Wang ten years ago is incorrect, then it is revisited, the modified Jensen’s and reverse Jensen’s inequalities for Choquet integral are proved. Then Jensen’s inequality for generalized Choquet integral, obtained by the authors in a recent paper, is modified accordingly.
Ključne reči: Jensen’s inequality; Choquet integral; Generalized Choquet integral; Fuzzy measure
Kategorije objave:
Bibliografske reference nastavnika Univerziteta Singidunum
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