Advances in Dynamic Games: Applications to Economics, Finance, Optimization, and Stochastic ControlAndrzej S. Nowak, Krzysztof Szajowski This book focuses on various aspects of dynamic game theory, presenting state-of-the-art research and serving as a guide to the vitality and growth of the field. A valuable reference for researchers and practitioners in dynamic game theory, it covers a broad range of topics and applications, including repeated and stochastic games, differential dynamic games, optimal stopping games, and numerical methods and algorithms for solving dynamic games. The diverse topics included will also benefit researchers and graduate students in applied mathematics, economics, engineering, systems and control, and environmental science. |
Contents
IV | 3 |
VIII | 21 |
IX | 39 |
X | 67 |
XII | 95 |
XIII | 111 |
XV | 127 |
XVI | 129 |
XXXII | 309 |
XXXIII | 343 |
XXXV | 369 |
XXXIX | 391 |
XLI | 417 |
XLII | 445 |
XLIV | 455 |
XLV | 471 |
XVII | 163 |
XIX | 183 |
XX | 201 |
XXI | 203 |
XXIII | 211 |
XXIV | 223 |
XXV | 235 |
XXVI | 247 |
XXVII | 263 |
XXVIII | 271 |
XXIX | 285 |
XXX | 295 |
XXXI | 307 |
XLVII | 473 |
L | 499 |
LIV | 515 |
LV | 545 |
LVI | 571 |
LVII | 599 |
LX | 611 |
LXI | 613 |
LXV | 635 |
LXVI | 649 |
LXIX | 667 |
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Common terms and phrases
agents algorithm assume assumption Aubin behavior Bellman equation coalitions condition consider convergence convex coordination game corresponding decision defined denote differential games discrete distribution Dynamic Games equation example exists Figure finite flow rate fuzzy Game Theory given Hence inequality initial interior equilibrium iterations Lemma linear Markov chain Mathematics matrix Nash equilibrium node nonlinear obtain operator optimal solution optimal strategies parameter Parrondo's games Parrondo's paradox payoff function payoff matrix play player probability probability vector problem programming Proof quantum qubit queue random variable recursive repeated games reward Riccati equations S-adapted satisfies sequence simulation space stochastic games stopping games subset symmetric Theorem 4.1 time-consistency trajectory transition unique users utility function value function vector winning zero zero-sum
References to this book
Dynamische Strategien: Vorsprung im internationalen Wettbewerbsprozess Heike Proff No preview available - 2007 |
Dynamische Strategien: Vorsprung im internationalen Wettbewerbsprozess Heike Proff Limited preview - 2007 |