A Stochastic Differential Game Approach to Optimal Regulatory Policy in Dynamic Oligopolistic Markets

Authors

  • Evie White PhD
  • Pat Collins Professor
  • Dana Carter Associate Professor

Keywords:

stochastic differential games, regulatory policy, oligopolistic markets, market stability, competitive equilibrium

Abstract

This paper explores the development of a stochastic differential game model to optimize regulatory policies in dynamic oligopolistic markets. By integrating advanced mathematical frameworks, we address the instability and non-cooperative behavior prevalent in such markets. Our model offers a novel methodological advancement by incorporating real-time data analytics, providing regulators with actionable insights to mitigate market volatility. Simulations demonstrate the model’s efficacy in enhancing market stability and fostering competitive equilibrium.

Author Biographies

Evie White, PhD

PhD
London School of Economics and Political Science
Houghton Street, London WC2A 2AE, United Kingdom

Pat Collins, Professor

Professor
Massachusetts Institute of Technology
77 Massachusetts Avenue, Cambridge, MA 02139, United States

Dana Carter, Associate Professor

Associate Professor
University of Toronto
27 King's College Cir, Toronto, ON M5S, Canada

References

Rahimov, E., Rahimov, J., & Ahmedli, S. (2025). Determining the optimal relationship between speed and acceleration of a vehicle to minimize pollutant emissions into the atmosphere. Proceedings of the 2nd International Conference on Smart Environment and Green Technologies (ICSEGT2025), Vol. 1.

Published

2026-02-24

Issue

Section

Articles