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Titlebook: Resource Allocation in Wireless Networks; Theory and Algorithm S?awomir Stańczak,Marcin Wiczanowski,Holger Boche Textbook 20061st edition S

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書目名稱Resource Allocation in Wireless Networks
副標題Theory and Algorithm
編輯S?awomir Stańczak,Marcin Wiczanowski,Holger Boche
視頻videohttp://file.papertrans.cn/829/828541/828541.mp4
概述Includes supplementary material:
叢書名稱Lecture Notes in Computer Science
圖書封面Titlebook: Resource Allocation in Wireless Networks; Theory and Algorithm S?awomir Stańczak,Marcin Wiczanowski,Holger Boche Textbook 20061st edition S
描述The wireless industry is in the midst of a fundamental shift from providing voice-only services to o?ering customers an array of multimedia services, - cluding a wide variety of audio, video and data communications capabilities. Future wireless networks will be integrated into every aspect of daily life, and therefore could a?ect our life in a magnitude similar to that of the Int- net and cellular phones. However, the emerging applications and directions require fundamental understanding on how to design and control wireless networks that lies far beyond what the currently existing theory can provide. We are deeply convinced that mathematics is the key technology to cope with central technical problems in the design of wireless networks since the complexity of the problem simply precludes the use of engineering common sense alone to identify good solutions. The main objective of this book is to provide tools for better understa- ing the fundamental tradeo?s and interdependencies in wireless networks, with the goalof designing resourceallocation strategies that exploit these - terdependencies to achieve signi?cant performance gains. The book consists of three largely independent par
出版日期Textbook 20061st edition
關鍵詞algorithmics; algorithms; communication; communication complexity; complexity; computational discrete mat
版次1
doihttps://doi.org/10.1007/11818762
isbn_ebook978-3-540-46249-1Series ISSN 0302-9743 Series E-ISSN 1611-3349
issn_series 0302-9743
copyrightSpringer-Verlag Berlin Heidelberg 2006
The information of publication is updating

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Chapter 2: On the Positive Solution to a Linear System with Nonnegative CoefficientsThis chapter deals with a positive solution . to the following system of linear equations with nonnegative coefficients:.Here and hereafter, . is a given . vector, . is a given nonnegative matrix (not necessarily irreducible), and . is a sought vector, provided that it exists.
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Appendix B: Some Concepts and Results from Convex Analysishe material covered in this manuscript. Proofs are provided only for selected results concerning the notion of log-convexity and the convergence of gradient projection algorithms. For other proofs, the reader is referred to any standard analysis book (e.g., [98]) and [83, 88, 11].
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S?awomir Stańczak,Marcin Wiczanowski,Holger Bochesubject of contention since that time. Royalty by its very nature is subject to close observation and a potential market for gossip. From his birth on 4 June 1738 (New Style), the future George III was in close contact not only with his parents but with courtiers, servants and nurses. Subsequently t
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