Titlebook: New Trends in Aggregation Theory; Radomír Halaš,Marek Gagolewski,Radko Mesiar Conference proceedings 2019 Springer Nature Switzerland AG 2

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书目名称New Trends in Aggregation Theory读者反馈学科排名

Evocative

On Extreme Value Copulas with Given Concordance Measuresation of Bivariate Extreme Value Copulas. Such copulas are characterized by a function on the unit segment, called a Pickands dependence function, which is convex and comprised between two bounds. We identify the smallest possible compact sets containing the graphs of all Pickands dependence functio

邪恶的你

Some Remarks About Polynomial Aggregation Functionsach case depends on many factors. In particular, in order to have an easier implementation, the selected aggregation is required to have an expression as simple as possible. In this line, aggregation functions given by polynomial expressions were investigated in [.]. In this paper we continue this i

行为

带来的感觉

Pseudo-Additions and Shift Invariant Aggregation Functions discuss the aggregation functions invariant with respect to a pseudo-addition .. Our study has two directions. In the first one, we discuss .-shift invariant aggregation functions with respect to a fixed pseudo-addition .. In the second one, for a fixed aggregation function ., we discuss pseudo-add

Mindfulness

教义

一起

On Properties of Internal Uninorms on Bounded Lattices. does not always exist. We introduce two new construction methods for uninorms on a bounded lattice . based on the existence of a t-norm and a t-conorm, where some necessary and sufficient conditions on its neutral element . are required. These methods also show the existence of internal uninorms o

繁重

On Some Generalizations of the Choquet Integralthe Lovász extension formula, in which we replace the product operator by some binary function . obtaining a new .-ary function .. We characterize all functions . yielding, for all capacities ., aggregation functions . with a priori given diagonal section.

Minuet

Gravitational Clustering Algorithm Generalization by Using an Aggregation of Masses in Newton Lawional law is used for attracting the particles each other. Our investigation is focused to a kind of generalization of Newton law by replacing the product of masses in the gravitational force equation by a more generalized aggregation of them. We study an overlap function employed, we establish a co