1. COHERENCE ANALYSIS FOR ITERATED LINE GRAPHS OF MULTI-SUBDIVISION GRAPH.
- Author
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DAI, MEIFENG, ZHU, JIE, HUANG, FANG, LI, YIN, ZHU, LINHE, and SU, WEIYI
- Subjects
STOCHASTIC systems ,ADDITIVE functions ,LINEAR dynamical systems ,STOCHASTIC analysis ,RADIO frequency allocation - Abstract
More and more attention has focused on consensus problem in the study of complex networks. Many researchers investigated consensus dynamics in a linear dynamical system with additive stochastic disturbances. In this paper, we construct iterated line graphs of multi-subdivision graph by applying multi-subdivided-line graph operation. It has been proven that the network coherence can be characterized by the Laplacian spectrum of network. We study the recursion formula of Laplacian eigenvalues of the graphs. After that, we obtain the scalings of the first- and second-order network coherence. [ABSTRACT FROM AUTHOR]
- Published
- 2020
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