From Noncooperative to Cooperative Interval Games Using Alpha and Beta Approaches

Explore the intersection of noncooperative and cooperative interval games in this 30-minute seminar presented by G. Selin Savaşkan from HEC Montréal at the GERAD Research Center. Delve into the world of game theory and strategic interactions under uncertainty, focusing on the development of interval games as a framework for real-world decision-making scenarios. Examine the introduction of interval α and β characteristic functions in noncooperative two-player non-zero-sum interval games played between coalitions and external players. Learn about the computation of interval Shapley values and interval cores in cooperative interval games, and gain insights through numerical illustrations. Discover how this research bridges the gap between noncooperative and cooperative game theory, offering new perspectives on strategic decision-making in uncertain environments across various fields such as economics, political science, biology, and computer science.

From noncooperative to cooperative interval games using α and β approaches, G Selin Savaskan