Bibliografie

(eng): Expectation is the fundamental concept in statistics and probability. As two generalizations\nof expectation, Choquet and Choquet-like expectations are commonly used tools in generalized\nprobability theory. This paper considers the Stolarsky inequality for two classes of Choquet-like integrals.\nThe first class generalizes the Choquet expectation and the second class is an extension of the\nSugeno integral. Moreover, a new Minkowski’s inequality without the comonotonicity condition for two\nclasses of Choquet-like integrals is introduced. Our results significantly generalize the previous results\nin this field. Some examples are given to illustrate the results.