Recent Advances in Game Theory and Applications, 1st ed. 2016 European Meeting on Game Theory, Saint Petersburg, Russia, 2015, and Networking Games and Management, Petrozavodsk, Russia, 2015 Static & Dynamic Game Theory: Foundations & Applications Series

This contributed volume contains fourteen papers based on selected presentations from the European Conference on Game Theory SING11-GTM 2015, held at Saint Petersburg State University in July 2015, and the Networking Games and Management workshop, held at the Karelian Research Centre of the Russian Academy of Sciences in Petrozvavodsk, Russia, also in July 2015.  These papers cover a wide range of topics in game theory, including recent advances in areas with high potential for future work, as well as new developments on classical results.  Some of these include

The maturity and vitality of modern-day game theory are reflected in the new ideas, novel applications, and contributions of young researchers represented in this collection.  It will be of interest to anyone doing theoretical research in game theory or working on one its numerous applications.

Ranking Journals in Sociology, Education and Public Administration by Social Choice Theory Methods.- On the Position Value for Special Classes of Networks.- A Differential Game of a Duopoly with Network Externalities.- The Shapley Value as a Sustainable Cooperative Solution in Differential Games of 3 Players.- Impact of Propagation Information in the Model of Tax Audit.- An Infinite Horizon Differential Game of Optimal CLV-based Strategies with Non-atomic Firms.- A Dynamic Model of a Decision Making Body where the Power of Veto can be Invoked.- The Selten-Szidarovszky Technique: the Transformation Part.- Generalized Nucleoli and Generalized Bargaining Sets for Games with Restricted Cooperation.- Occurrence of Deception under the Oversight of a Regulator Having Reputation Concerns.- Bayesian Networks and Games of Deterrence.- A New Look at the Study of Solutions for Games in Partition Function Form.- A Model of Tacit Collusion: Nash-2 Equilibrium Concept.- Strong Coalitional Structure in an Open Vehicle Routing Game.