Political Polarization as a Convergence Condition of Democratic Systems Controlled by Dynamic Social Networks
Year: 2026
Type: article
Abstract: This paper presents a control systems framework for analyzing political polarization, a phenomenon that has become increasingly prevalent worldwide. Specifically, it examines the conditions under which a democratic system controlled by a social network converges to a progressive or a regressive state. The social network is modeled as a directed graph, and the democratic system is represented by a finite-state machine. Transitions toward more equal or more unequal states occur by majority rule, based on the choices of individual agents. To describe decision convergence, the study introduces the notion of a strongly divided network , which captures political polarization. Under the assumption that the network is strongly divided, the paper derives the conditions under which the democratic system controlled by that network eventually converges to either a progressive or a regressive state.
Authors: Seong-Jin Park, Jung-Min Yang
Institutions: Ajou University, Kyungpook National University
Language: English
Subfield: Statistical and Nonlinear Physics
Field: Physics and Astronomy
Domain: Physical Sciences
Open Access status: hybrid
Awards: G5821414871, G6976003594
OpenAlex ID: W7130506502
