Pareto-Nash-Stackelberg Game and Control Theory

1. Introduction
Valeriu Ungureanu

Part I. Noncooperative Games

2. Nash Equilibrium Conditions asExtensions of Some Classical Optimisation Theorems
Valeriu Ungureanu

3. Sets of Nash Equilibria in Polymatrix Mixed-Strategy Games
Valeriu Ungureanu

4. Sets of Nash Equilibria in Bimatrix



$$2times 3 Mixed-Strategy Games
Valeriu Ungureanu

5. Nash Equilibrium Sets in Dyadic Trimatrix Mixed-Strategy Games
Valeriu Ungureanu

6. Nash Equilibrium Set Function in Dyadic Mixed-Strategy Games
Valeriu Ungureanu

7. Stackelberg Equilibrium Sets inPolymatrix Mixed-Strategy Generalized Stackelberg Games
Valeriu Ungureanu

8. Strategic Form Games on Digraphs
Valeriu Ungureanu

Part II. Mixtures of Simultaneous and Sequential Games

9. Solution Principles for Mixtures of Simultaneous and Sequential Games
Valeriu Ungureanu

10. Computing Pareto–Nash Equilibrium Sets in Finite Multi-Objective Mixed-Strategy Games
Valeriu Ungureanu

11. Sets of Pareto–Nash Equilibria in Dyadic Two-Criterion Mixed-Strategy Games
Valeriu Ungureanu

12. Taxonomy of Strategic Games with Information Leaks and Corruption ofSimultaneity
Valeriu Ungureanu

Part III. Pareto-Nash-Stackelberg Game andControl Processes

13. Linear Discrete-Time Pareto-Nash-Stackelberg Control and Its Principles
Valeriu Ungureanu

14. Linear Discrete-Time Set-Valued Pareto-Nash-Stackelberg Control and Its Principles
Valeriu Ungureanu

15. Linear Discrete Pareto-Nash-Stackelberg Control Processes with Echoes and Retroactive Future
Valeriu Ungureanu

Keywords: Engineering, Computational Intelligence, Artificial Intelligence (incl. Robotics)