Titlebook: Artificial Intelligence: Theory and Applications; Endre Pap Book 2021 The Editor(s) (if applicable) and The Author(s), under exclusive lic

glacial

一小塊

Collection and Decomposition Integrals in Multicriteria-Decision Supportthe Shilkret and the PAN integrals. We discuss some properties and give several examples of these integrals, in particular those extending the Lebesgue integral. Later, we discuss this type of integral for interval-valued functions. Finally, possible applications in multi-criteria-decision support and imprecise probability domains are shown.

occult

暗語

Erwartungen zukünftiger Generationenated with a short overview of some important applications. Very important tools in modeling decision making with overlaped events are general fuzzy measures and corresponding integrals as Choquet integral. We present a fuzzy integral approach to Cumulative Prospect theory. Further, we present many different generalizations of the Choquet integral.

壓迫

Mathematical Foundation of Artificial Intelligenceated with a short overview of some important applications. Very important tools in modeling decision making with overlaped events are general fuzzy measures and corresponding integrals as Choquet integral. We present a fuzzy integral approach to Cumulative Prospect theory. Further, we present many different generalizations of the Choquet integral.

conformity

BLA

Aggregation Operators and Distributivity Equations. This chapter covers the characterization of all pairs (.,?.) of aggregation operators that satisfy distributivity law, on both whole and restricted domains, where . is a .-uninorm in . or a nullnorm with the annihilator ., and . is a t-conorm or a uninorm from the classes . or ..

Mitigate

A Refinement of the Jensen Type Inequality for the Pseudo-integral.e. the fact that the pseudo-integral with respect to the pseudo-product of two .-.-measures can be reduced to repeated pseudo-integrals, we obtain a refinement of the Jensen type inequality for the pseudo-integral.

Gustatory

Erwartungen zukünftiger Generationen functions (operators) with some special important cases as triangular norms and copulas. We present briefly some of their important applications. Important extension of the classical field of real numbers is related to the so called pseudo-operations: pseudo-addition and pseudo-multiplication. Here

危機(jī)

Welche Krankheiten bestimmen die Zukunft? utility functions. In this chapter, we focus on the recently introduced collection and decomposition integrals, covering, among others, the Choquet, the Shilkret and the PAN integrals. We discuss some properties and give several examples of these integrals, in particular those extending the Lebesgu