Answers are grounded in this paper and cite their sources.
Game theory models reveal how strategic tensions affect GenAI adoption outcomes in organizations, indicating the importance of coordination.
Organizations adopting generative AI (GenAI) face complex strategic tensions among management, departments, and employees that fundamentally determine adoption outcomes. This study develops a multi-level Bayesian game-theoretic framework modeling these multi-stakeholder interactions, identifying four distinct adoption patterns through formal equilibrium analysis. Our theoretical derivations establish that successful GenAI implementation requires three analytically-derived conditions: (1) strong strategic complementarity across departments, (2) efficient investment allocation, and (3) effective employee displacement mitigation. The formal model specifies explicit utility functions for three stakeholder groups — senior management, departmental units, and individual employees — and characterizes Bayesian Nash equilibria under incomplete information. Companies must simultaneously invest in cross-functional coordination mechanisms, establish shared governance structures, and implement workforce development programs that position GenAI as a capability enhancement rather than a job replacement. Our computational analysis, based on 10,000 Monte Carlo simulations with explicit parameter specifications and convergence criteria, demonstrates that coordination-focused strategies significantly outperform technology-focused approaches in organizational welfare, providing actionable guidance for AI transformation leadership. • Multi-level Bayesian game models GenAI adoption inside organizations. • Strategic complementarity drives coordinated GenAI value creation. • Employee displacement risks critically shape adoption equilibria. • Coordination strategies outperform technology-first GenAI adoption. • Formal thresholds distinguish value co-creation from co-destruction.
No takes yet. Share an insight, caveat, or question.
Ferrara et al. (2026) studied this question.
Synapse has enriched 10 related papers. Consider them for comparative context: