Krause Mean Processes Generated by Cubic Stochastic Matrices with Positive Influences

Abstract

The Krause mean process serves as a comprehensive model for the dynamics of opinion exchange within multi-agent system wherein opinions are represented as vectors. In this paper, we propose a framework for opinion exchange dynamics by means of the Krause mean process that is generated by a cubic doubly stochastic matrix with positive influences. The primary objective is to establish a consensus within the multi-agent system.