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Item Details
Title: LYAPUNOV FUNCTIONS IN DIFFERENTIAL GAMES
By: Vladislav I. Zhukovskiy
Format: Hardback

List price: £205.00
Our price: £184.50
Discount:
10% off
You save: £20.50
ISBN 10: 0415273412
ISBN 13: 9780415273411
Availability: Usually dispatched within 1-3 weeks.
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Stock: Currently 0 available
Publisher: TAYLOR & FRANCIS LTD
Pub. date: 16 January, 2003
Series: Stability and Control: Theory, Methods and Applications
Pages: 304
Description: In this text, coefficient criteria are derived for numerous new and relevant problems in the theory of linear - quadratic multi-player differential games in cases when: the player formulate their strategies independently (non co-operative games) and use non-Nash equilibria.
Synopsis: A major step in differential games is determining an explicit form of the strategies of players who follow a certain optimality principle. To do this, the associated modification of Bellman dynamic programming problems has to be solved; for some differential games this could be Lyapunov functions whose "arsenal" has been supplied by stability theory. This approach, which combines dynamic programming and the Lyapunov function method, leads to coefficient criteria, or ratios of the game math model parameters with which optimal strategies of the players not only exist but their analytical form can be specified. In this book coefficient criteria are derived for numerous new and relevant problems in the theory of linear-quadratic multi-player differential games. Those criteria apply when the players formulate their strategies independently (non co-operative games) and use non-Nash equilibria or when the game model recognizes noise, perturbation and other uncertainties of which only their ranges are known (differential games under uncertainty). This text is useful for researchers, engineers and students of applied mathematics, control theory and the engineering sciences.
Illustrations: Illustrations
Publication: UK
Imprint: Taylor & Francis Ltd
Returns: Returnable
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