An intuitive notion of smoothness introduced by Godo et al. (1988) on finite chains is investigated and formulated in a more useful mathematical way.

Abstract—An intuitive notion of smoothness introduced in [7] on finite chains is investigated and formulated in a more useful math- ematical way.

An intuitive notion of smoothness introduced by Godo et al. (1988) on finite chains is investigated and formulated in a more useful mathematical way.

TL;DR: A class of smooth associative, increasing binary operations on a chain that also satisfy weak boundary conditions is completely characterize by the help ...

This position paper discusses the role of the existing body of fuzzy set aggregation operations in various kinds of problems where the process of fusion of ...

In this paper smooth aggregation functions on a finite scale are studied and characterized as solutions of a functional equation analogous to the Frank ...

Oct 20, 2021 · We discuss how to aggregate multiple criteria evaluations belonging to qualitative, linearly ordered scales.

This work defines and investigates the scale independent aggregation functions that are meaningful to aggregate finite ordinal numerical scales and shows ...

J. Fodor: Smooth associative operations on finite ordinal scales. IEEE Trans. Fuzzy Systems 8 (2000), 6, 791-795.

We give an interpretation of order invariant functions as scale indepen- dent functions for the aggregation on finite ordinal scales. More precisely,.