TY - GEN
T1 - Analysing Opinion Dynamics via a Cognitive Model of Structured Beliefs
AU - Michaelidou, Eleni
AU - Ioannou, Eirini
AU - Tapper, Keren
AU - Goddard, Benjamin D.
AU - Moreno, Guillermo Romero
N1 - Publisher Copyright:
© The Author(s), under exclusive license to Springer Nature Switzerland AG 2025.
PY - 2025/7/22
Y1 - 2025/7/22
N2 - Opinion dynamics models can help explain observed social phenomena that emerge from social interaction, such as echo chambers or polarisation, by using computational and numerical methods. However, to make them mathematically tractable, many such models are based on simplistic and unrealistic assumptions that do not align with the knowledge from the empirical cognitive science field. A significant exception is a recent multidimensional opinion model proposed by Mueller and Tan, which was able to reproduce opinion divergence and group polarisation by establishing a need for consistency between related beliefs that restricts the space of allowed combinations of opinions. Although this contribution is promising in closing the gap between the cognitive sciences and opinion dynamics models, the authors only provided a limited set of experiments to show the behaviour of the model and a more in–depth understanding is lacking. Here, we provide a concise mathematical analysis and a more thorough numerical analysis of the cognitive model of opinion dynamics proposed by Mueller and Tan and show that the outcomes of opinion divergence and group polarisation only emerge under some regimes of the parameter space: medium–term dynamics, a moderate number of topics discussed upon interaction, with opinion divergence emerging under sparse belief spaces and group polarisation under large, dense belief spaces. These scenarios should be contrasted with real–life cases to confirm whether the assumptions of the constrained belief space are enough to explain the observed phenomena or whether additional ingredients should be added for a more realistic representation of social behaviour.
AB - Opinion dynamics models can help explain observed social phenomena that emerge from social interaction, such as echo chambers or polarisation, by using computational and numerical methods. However, to make them mathematically tractable, many such models are based on simplistic and unrealistic assumptions that do not align with the knowledge from the empirical cognitive science field. A significant exception is a recent multidimensional opinion model proposed by Mueller and Tan, which was able to reproduce opinion divergence and group polarisation by establishing a need for consistency between related beliefs that restricts the space of allowed combinations of opinions. Although this contribution is promising in closing the gap between the cognitive sciences and opinion dynamics models, the authors only provided a limited set of experiments to show the behaviour of the model and a more in–depth understanding is lacking. Here, we provide a concise mathematical analysis and a more thorough numerical analysis of the cognitive model of opinion dynamics proposed by Mueller and Tan and show that the outcomes of opinion divergence and group polarisation only emerge under some regimes of the parameter space: medium–term dynamics, a moderate number of topics discussed upon interaction, with opinion divergence emerging under sparse belief spaces and group polarisation under large, dense belief spaces. These scenarios should be contrasted with real–life cases to confirm whether the assumptions of the constrained belief space are enough to explain the observed phenomena or whether additional ingredients should be added for a more realistic representation of social behaviour.
KW - Agent–based modelling
KW - Collective behaviour
KW - Consensus formation
KW - Group polarisation
KW - Opinion dynamics
UR - https://www.scopus.com/pages/publications/105012250169
U2 - 10.1007/978-3-031-93631-9_3
DO - 10.1007/978-3-031-93631-9_3
M3 - Conference contribution
AN - SCOPUS:105012250169
SN - 9783031936302
T3 - Communications in Computer and Information Science
SP - 28
EP - 41
BT - Artificial Life and Evolutionary Computation. WIVACE 2024
A2 - Carletti, Timoteo
A2 - Tuci, Elio
A2 - Njougouo, Thierry-Sainclair
PB - Springer
T2 - 18th Italian Workshop on Artificial Life and Evolutionary Computation 2024
Y2 - 11 September 2024 through 13 September 2024
ER -