Information Evolution in Complex Networks
Yang Tian, Guoqi Li, and Pei Sun

TL;DR
This paper develops a theoretical framework to understand how information evolves in complex networks, revealing the coexistence of randomness and regularity, and demonstrating its applicability to neural and social systems.
Contribution
It formalizes the laws governing information evolution in complex networks and explains the coexistence of randomness and regularity through network selectivity and diversity.
Findings
Certain information persists despite stochastic distortion due to network selectivity.
Information distortion and dissipation are influenced by network diversity.
Discovered laws apply across biological and social networks, regardless of noise.
Abstract
Many biological phenomena or social events critically depend on how information evolves in complex networks. However, a general theory to characterize information evolution is yet absent. Consequently, numerous unknowns remain about the mechanisms underlying information evolution. Among these unknowns, a fundamental problem, being a seeming paradox, lies in the coexistence of local randomness, manifested as the stochastic distortion of information content during individual-individual diffusion, and global regularity, illustrated by specific non-random patterns of information content on the network scale. Here, we attempt to formalize information evolution and explain the coexistence of randomness and regularity in complex networks. Applying network dynamics and information theory, we discover that a certain amount of information, determined by the selectivity of networks to the input…
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