Equilibrium and Minimax Problems

Mohamed Ait Mansour is a professor of mathematics at Cadi Ayyad University.Akhtar Khan is a professor of mathematics at Rochester Institute of Technology.Hassan Riahi is a professor of mathematics at Cadi Ayyad University.Christiane Tammer is a professor of mathematics at the Martin Luther University of Halle-Wittenberg.

• Chapter 1. On Some Results and Research Perspectives in Minimax Theory.- Chapter 2. Recent Advances of the Minimax Theorem and its Applications.- Chapter 3. A Meaningful Relaxation of the Inertial Proximal Splitting Algorithm for Solving Hierarchical Equilibrium Problems: Weak And Strong Convergences.- Chapter 4. Exploring Complementarity Problems: Applications and Specialized Algorithms.- Chapter 5. The Variational Inequality Framework for Network Games: A Review.- Chapter 6. Optimizing Smart Parcel Locker Networks for Urban Last-Mile Sustainability.- Chapter 7. Recent Advances in Evolutionary Game Theory: Challenges and Cross-Disciplinary Applications.- Chapter 8. On the 𝜀-Contraction Mapping Principle and Stability of Quasi-equilibrium Problems.- Chapter 9. Stable Time-Dependent Parametric Elastic Traffic Quasi-Equilibria.- Chapter 10. On Strongly Convex Sets and Farthest Distance Functions.- Chapter 11. Subdifferentials of Set-Valued Maps – A Unitary Approach and Some Applications.- Chapter 12. Recent Advances in Optimality Conditions for Bilevel Optimization and Generalized Equilibrium Problems.- Chapter 13. Semivectorial Bilevel Optimization with Nash Equilibrium Constraints: Reformulations and Optimality Conditions.- Chapter 14. Spatiotemporal Epidemic Control Through a Regional Strategy in an SEIAR Model.- Chapter 15. Well-Posedness and Control Design of a Mass Structured CellPopulation Balance Model.- Chapter 16. Optimal Control and Approximate Controllability for a Class Of Partial Functional Integrodifferential Inclusions With Infinite Delay.