… There has been an extensive literature on a subclass of signed Choquet integrals in
which h is increasing and h(1) 1; we simply call this class of functionals increasing …

… For the general case, we propose a method based on the properties of the Choquet integral,
which combines branch-and-bound and discretization techniques. We can rewrite the inner …

… More details in the literature on axiomatic properties of all … After having modeled the
preferences by a Choquet integral … 17, we showed that, in practice, when we elicit a capacity on …

… to propose the Choquet integral of measurable functions on the … In this section, the Choquet
integral on the credibility space is … The Choquet integral of f on A with respect to Cr, which is …

… In this section, we define the Choquet integral of functions wrt a monotone … On the other
hand, for any upper-continuous capacity µ , the functional I defined on F by the Choquet integral …

… robust ordinal regression on a set of alternatives A, whose utility is evaluated in terms of the
Choquet integral … on pairs of alternatives from A ′ , and to supply pairwise comparisons …

… robust integrals collapse into the previous definitions. We also provide an axiomatic
characterization of the robust Choquet integral… Another question we face is that of order on the set …

… Choquet integral can also be described in these terms. While the concave integral does not
impose any restriction on … We recall first the traditional definition of the Choquet integral. Let \(…

… What we wish to concentrate on here is the use of the Choquet spaces in characterizing the
stability of solutions to the p-harmonic obstacle problem under a change in the obstacle. This …

… is based on enhancements to the Choquet integral. These … the generalization of the Choquet
integral, our approach requires … Herrera-Viedma, ‘‘Nonadditive robust ordinal regression: A …