Additively generated discrete quasi-overlap functions

In order to meet the needs of solving qualitative information aggregation problems, the theoretical research on usual aggregation operators on finite chains has never been interrupted. As part of the previous research category, this study focuses on additive generators of discrete quasi-overlap functions recently proposed by the author. The main results are: (1) it introduces the concepts of additive generators, 21 -min-additive generators and concave additive generators of discrete quasi -overlap functions; (2) it provides several basic properties of additively generated, 21-min-additively generated and concave additively generated discrete quasi-overlap functions; (3) it investigates migrativity property of additively generated quasi-overlap functions.

Automated summary

This study focuses on the theoretical research of regular aggregation operators on finite chains and specifically investigates the additive generators of discrete quasi-overlap functions and their properties.