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Potential Game Theory : Applications in Radio Resource Allocation. ポテンシャルゲーム理論-無線リソース割当における応用
・ISBN 978-3-319-30867-8 hard EUR 99.99
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★★★
| 著者・編者 | La, Quang Duy / Chew, Yong Huat / Soong, Boon-Hee, |
|---|---|
| 出版社 | (Springer, GW) |
| 出版年月 | 2016 |
| ページ数 | 158 pp. |
| 言語 | ENG |
| ニュース番号 | <633-301 633-P781> |
解説
This book offers a thorough examination of potential game theory and its applications in radio resource management for wireless communications systems and networking.
The book addresses two major research goals: how to identify a given game as a potential game, and how to design the utility functions and the potential functions with certain special properties in order to formulate a potential game. After proposing a unifying mathematical framework for the identification of potential games, the text surveys existing applications of this technique within wireless communications and networking problems found in OFDMA 3G/4G/WiFi networks, as well as next-generation systems such as cognitive radios and dynamic spectrum access networks.
Professionals interested in understanding the theoretical aspect of this specialized field will find Potential Game Theory a valuable resource, as will advanced-level engineering students. It paves the way for extensive and rigorous research exploration on a topic whose capacity for practical applications is vast but not yet fully exploited.
The book addresses two major research goals: how to identify a given game as a potential game, and how to design the utility functions and the potential functions with certain special properties in order to formulate a potential game. After proposing a unifying mathematical framework for the identification of potential games, the text surveys existing applications of this technique within wireless communications and networking problems found in OFDMA 3G/4G/WiFi networks, as well as next-generation systems such as cognitive radios and dynamic spectrum access networks.
Professionals interested in understanding the theoretical aspect of this specialized field will find Potential Game Theory a valuable resource, as will advanced-level engineering students. It paves the way for extensive and rigorous research exploration on a topic whose capacity for practical applications is vast but not yet fully exploited.