Bulletin of the American Physical Society
2024 APS March Meeting
Monday–Friday, March 4–8, 2024; Minneapolis & Virtual
Session G31: Physics Approaches for Modeling Human Social Systems
11:30 AM–2:18 PM,
Tuesday, March 5, 2024
Room: 102C
Sponsoring
Units:
GSNP DBIO
Chair: Emma Zajdela, Northwestern University; Joseph Johnson
Abstract: G31.00001 : Nonlinear dynamics of belief formation over social networks*
11:30 AM–12:06 PM
Presenter:
Anastasia Bizyaeva
(University of Washington)
Authors:
Anastasia Bizyaeva
(University of Washington)
Naomi Leonard
(Princeton University)
Alessio Franci
(University of Liege)
Following the seminal work of DeGroot, mathematical models of belief dynamics have been a popular tool central to interdisciplinary investigations of collective behavior. These models assign real-valued opinions or beliefs to agents in a social network and describe how they are updated in time in response to interactions with neighboring agents. An individual's belief state may reflect, for example, the value assigned to an option under evaluation, strength of preference towards a candidate in an election, or alignment with a political topic.
Existing models often have strong limitations, mainly focusing on scalar beliefs and linear dynamics. Our model, however, integrates recent insights from social psychology to account for multiple interdependent belief states that evolve simultaneously, seeking to overcome various internal and external sources of cognitive dissonance. The model captures complex interactions of beliefs between individuals in a social network, as well as within individuals’ cognition.
We illustrate rigorously that our model captures key features of complex social systems, such as multistability of belief states and critical state transitions. Furthermore, we analyze how groups overcome deadlock to form strong beliefs, how the structure of social relationships and of the underlying belief system shape social decisions, and how the group’s decision can be strongly swayed by the biases of a small number of influential individuals.
*National Science Foundation Grant CMMI-1635056 and Graduate Research Fellowship Grant #DGE-2039656, Office of Naval Research Grant #N00014-19-1-2556, Army Research Office Grant #W911NF-18-1-0325.
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