A path player game is a new innovative type of game which considers network flow problems from the viewpoint of network owners. This strategy enables modeling real-world problems and has many practical applications.

Key features:

• Presents a rigorous exposition of the theoretical foundations of the concept of a path player game;

• Suggests 18 practical open problems for future research in such areas as traffic planning, computation of equilibria, and optimization;

• Examines potentials for games on polyhedra as well as integer versions of generalized Nash equilibria.

Written clearly, with well-presented mathematics, this book is intended for graduate students, mathematicians, engineers, and computer scientists.

Introduces a new type of network game from the point of view of the network owner Extends the new game to generalized Nash equilibria games on polyhedra Presents an application in transport optimization

Inhalt
The path player Game.- Games on Polyhedra A Generalization.- The Line Planning Game: An Application.- Summary.