Consensus dynamics, network interaction, and Shapley indices in the Choquet framework
Abstract
We consider a set $N = \{ 1,\ldots ,n \} of interacting agents whose individual opinions are denoted by x_{i} , i \in N in some domain {\mathbb {D}}\subseteq {\mathbb {R}} . The interaction among the agents is expressed by a symmetric interaction matrix with null diagonal and off-diagonal coefficients in the open unit interval. The interacting network structure is thus that of a complete graph with edge values in (0, 1). In the...
Paper Details
Title
Consensus dynamics, network interaction, and Shapley indices in the Choquet framework
Published Date
Nov 20, 2019
Journal
Volume
24
Issue
18
Pages
13757 - 13768
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