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QA273.6.SPR. FCT 94505 Series approximation methods in statistics | QA278.2.SPR. FCT 94506 Dynamic regression models for survival data | QH323.5.SPR. FCT 94508 Mathematical modeling of complex biological systems | QA269.SPR. FCT 94517 Advances in dynamic games | QA9.45.SPR. FCT 94520 Function algebras on finite sets | QA329.SPR. FCT 94521 Analysis of Toeplitz operators | QC175.SPR. FCT 94527 Vortices in Bose |
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The paradigms of dynamic games play an important role in the development of multi-agent models in engineering, economics, and management science. The applicability of their concepts stems from the ability to encompass situations with uncertainty, incomplete information, fluctuating coalition structure, and coupled constraints imposed on the strategies of all the players. This book—an outgrowth of the 10th International Symposium on Dynamic Games—presents current developments of the theory of dynamic games and its applications to various domains, in particular energy-environment economics and management sciences. The volume uses dynamic game models of various sorts to approach and solve several problems pertaining to pursuit-evasion, marketing, finance, climate and environmental economics, resource exploitation, as well as auditing and tax evasions. In addition, it includes some chapters on cooperative games, which are increasingly drawing dynamic approaches to their classical solutions. The book is thematically organized into six parts: * zero-sum game theory * pursuit-evasion games * games of coalitions * new interpretations of the interdependence between different members of a social group * original applications to energy-environment economics * management science applications This work will serve as a state-of-the art account of recent advances in dynamic game theory and its applications for researchers, practitioners, and graduate students in applied mathematics, engineering, economics, as well as environmental and management sciences.
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