Computational and Mathematical Organization Theory

Papers
(The TQCC of Computational and Mathematical Organization Theory is 3. The table below lists those papers that are above that threshold based on CrossRef citation counts [max. 250 papers]. The publications cover those that have been published in the past four years, i.e., from 2022-05-01 to 2026-05-01.)
ArticleCitations
Drone strikes and radicalization: an exploration utilizing agent-based modeling and data applied to Pakistan15
Coordinating Narratives Framework for cross-platform analysis in the 2021 US Capitol riots14
Modeling virus spread in computer networks: an extended SEIR approach using artificial neural networks with Levenberg-marquardt algorithm11
Exploring the role of organizational effectiveness: a systematic review of competencies and capabilities in staff and management9
Modeling and analyzing network dynamics of COVID-19 vaccine information propagation in the Chinese Sina Microblog7
Social cybersecurity in 2023: a review of the 16th annual SBP-BRiMS conference7
Characterizing the roles of preference homophily and network structure on outcomes of consensus games5
Shaping digital workspaces: how organizational social media design and functionality shape employee interaction5
Homophilic relations in a formal organization5
Correction: Democratic resilience and sociotechnical shocks4
Is more always better? Unveiling the impact of contributor dynamics on collaborative mapping4
A comparative analysis of the ethics of gene editing: ChatGPT vs. Bard3
Simulating the impact of social resource shortages on involution competition: involution, sit-up, and lying-flat strategies3
Integrating individual and social learning: accuracy and evolutionary viability3
Investigating the use of belief-bias to measure acceptance of false information3
280 characters to the White House: predicting 2020 U.S. presidential elections from twitter data3
The dynamic effects of transformational leadership on employee retention and employability over time: an agent-based model3
Simplicity of rumor self-organization revealed by unstable eigenvectors and amplitudes3
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