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MathematicsComputer Science

(2011-6313) End-point linear functions

A. Stupnanov, Y. Su, R. Mesiar

2021.5.17Iranian Journal of Fuzzy Systems

DOI: 10.22111/ijfs.2021.6165

tlooto Summary

Several special z-homogeneous aggregation functions are studied, in particular semicopulas, quasi-copulas, copulas, overlap functions, etc.

Abstract

Positive homogeneity is represented as a constraint 0-homogeneity and generalized into z-homogeneity, called also z-end point linearity. Several special z-homogeneous aggregation functions are studied, in particular semicopulas, quasi-copulas, copulas, overlap functions, etc.

Citation format

STUPNANOV, A.; SU, Y.; MESIAR, R. (2011-6313) end-point linear functions. Iranian Journal of Fuzzy Systems, 2021.