Data Driven Modeling Social Media Influence using Differential Equations
Bailu Jin, Weisi Guo

TL;DR
This paper presents a data-driven approach to model opinion evolution on social media using differential equations, leveraging high-dimensional embeddings and real Twitter data to explain opinion changes influenced by social networks.
Contribution
It introduces a novel pipeline combining high-dimensional embeddings and ODEs to model personal opinion evolution driven by social influence, validated on COVID-19 Twitter data.
Findings
Model explains 99% of opinion variation based on influencers.
Social influence is the primary factor in opinion shifts.
Long-term self-evolution of opinions is limited.
Abstract
Individuals modify their opinions towards a topic based on their social interactions. Opinion evolution models conceptualize the change of opinion as a uni-dimensional continuum, and the effect of influence is built by the group size, the network structures, or the relations among opinions within the group. However, how to model the personal opinion evolution process under the effect of the online social influence as a function remains unclear. Here, we show that the uni-dimensional continuous user opinions can be represented by compressed high-dimensional word embeddings, and its evolution can be accurately modelled by an ordinary differential equation (ODE) that reflects the social network influencer interactions. Our three major contributions are: (1) introduce a data-driven pipeline representing the personal evolution of opinions with a time kernel, (2) based on previous psychology…
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Taxonomy
TopicsOpinion Dynamics and Social Influence · Complex Network Analysis Techniques · Social Media and Politics
