Modélisation de la diffusion de l’innovation dans les réseaux sociaux
Date
2026
Authors
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Publisher
University of Mohamed El Bachir El Ibrahimi - Bordj Bou Arréridj
Abstract
Recently, the diffusion of innovation has seen a paradigm shift and emerged as a renewed
and interesting field due to advances in artificial intelligence, behavioral modeling, and empirical
simulation. Understanding adoption behavior is increasingly complex, as individuals’ decisions
are influenced not only by innovation attributes and social pressure but also by psychological
characteristics, especially personality traits. This thesis offers a personality-driven diffusion model
that integrates Big Five personality framework (OCEAN) into the Rogers' Diffusion of Innovation
theory. Using agent-based modeling (ABM), individuals are presented as agents having
distinct profiles, which shapes their perception of innovation features (relative_advantage,
compatibility, complexity, trialability, observability). The framework consists of four major
phases: perception, communication, persuasion, and decision. The special feature of the present
research is the two-phase modeling strategy: (1) an exploratory simulation with randomly
generated values in order to understand the fundamental diffusion dynamics. (2) the model is
applied empirically, by applying a hybrid BERT-Random Forest model to predict Twitter users'
personality traits based on ChatGPT-related data, these extracted qualities are subsequently used
to regenerate the values of the remaining model' attributes and simulate adoption processes. The
findings demonstrate that actually adoption behavior is profoundly influenced by personality
driven dimensions, resulting in more realistic adoption curves than traditional models. This
approach opens up new perspectives for the behavioral study of innovation diffusion
Description
Keywords
Diffusion Of Innovation theory (Rogers), Personality traits, Big Five model (OCEAN), Agent-based modeling, ChatGPT-related tweets, Machine learning, Deep learning, BERT, Random Forest, Social Network Analysis.
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