… In this paper, we have analyzed the Hegselmann-Krause model for continuous opinion dynamics under the influence of opinion noise. More precisely, we modify the model …
… study of opiniondynamics under bounded confidence. In (Hegselmann and Krause, 2002) … very difficult we analyze the corresponding opiniondynamics in Section 3 by means of …
R Hegselmann, U Krause - Journal of artificial societies and social …, 2002 - math.fsu.edu
… about opiniondynamics like that in Figure 2a. The z-values show that as an average we find under that little confidence a small fraction of the opinions in all intervals of the opinion …
J Lorenz - Journal of Artificial Societies and Social Simulation, 2006 - jasss.org
… 1.7 We should regard a comment of Hegselmann and Krause (… to opinion classes not for opinion profiles for a number of agents any more. In both models one step of opiniondynamics …
Z Wu, Q Zhou, Y Dong, J Xu, AH Altalhi… - IEEE Transactions on …, 2022 - ieeexplore.ieee.org
… opiniondynamics problem within a dynamically changing social network. Specifically, the opinion … in this article to mimic agents’ opinion evolution. From the perspective of practical …
… We have studied the Krause model of opiniondynamics on isolated time scales. The advantage of using the time scales calculus lies in the fact that besides the unification and …
S Kurz, J Rambau - Journal of Difference Equations and …, 2011 - Taylor & Francis
… We give an elementary proof of a conjecture by Hegselmann and Krause in opiniondynamics, … already shown by Hegselmann and Krause that the opinions of the individuals converge. …
SR Etesami, T Başar - IEEE Transactions on Automatic Control, 2015 - ieeexplore.ieee.org
… In this section we describe the discrete-time HegselmannKrauseopiniondynamics model as introduced in [14]. Let us assume that we have a set of n agents [n] = {1,...,n} and we want to …
R Hegselmann, U Krause - Networks and Heterogeneous Media, 2015 - aimsciences.org
… For the ongoing and underlying opiniondynamics of normals we will use the so called bounded … those others, whose opinions are not too far away from their own opinion. Stated more …