04403nam 2200649Ia 450 991043788980332120200520144314.01-283-63148-297866139439343-642-31692-110.1007/978-3-642-31692-0(CKB)2670000000250609(EBL)1030548(OCoLC)809543580(SSID)ssj0000736318(PQKBManifestationID)11434226(PQKBTitleCode)TC0000736318(PQKBWorkID)10768080(PQKB)10994993(DE-He213)978-3-642-31692-0(MiAaPQ)EBC1030548(PPN)258856297(PPN)168320061(EXLCZ)99267000000025060920120622d2012 uy 0engur|n|---|||||txtccrAnalysis and transceiver design for the MIMO broadcast channel /Raphael Hunger1st ed. 2013.Heidelberg Springer20121 online resource (322 p.)Foundations in signal processing, communications and networking,1863-8538 ;v. 8Description based upon print version of record.3-642-43634-X 3-642-31691-3 Includes bibliographical references and index.System Models -- Dualities for the MIMO BC and the MIMO MAC with Linear Transceivers -- Rate Duality with Nonlinear Interference Cancelation -- Matrix-Based Gradient-Projection Algorithm -- MIMO BC Transceiver Design with Interference Cancelation -- Asymptotic High Power Analysis of the MIMO BC -- Description of the Quality of Service Feasibility Region.This book deals with the optimization-based joint design of the transmit and receive filters in   MIMO broadcast channel in which the user terminals may be equipped with several antenna elements. Furthermore, the maximum performance of the system in the high power regime as well as the set of all feasible quality-of-service requirements is analyzed. First, a fundamental duality is derived that holds between the MIMO broadcast channel and virtual MIMO multiple access channel. This duality construct allows for the efficient solution of problems originally posed in the broadcast channel in the dual domain where a possibly hidden convexity can often be revealed. On the basis of the established duality result, the gradient-projection algorithm is introduced as a tool to solve constrained optimization problems to global optimality under certain conditions. The gradient-projection tool is then applied to solving the weighted sum rate maximization problem which is a central optimization that arises in any network utility maximization. In the high power regime, a simple characterization of the obtained performance becomes possible due to the fact that the weighted sum rate utility converges to an affine asymptote in the logarithmic power domain. We find closed form expressions for these asymptotes which allows for a quantification of the asymptotic rate loss that linear transceivers have to face with respect to dirty paper coding. In the last part, we answer the fundamental question of feasibility in quality-of-service based optimizations with inelastic traffic that features strict delay constraints. Under the assumption of linear transceivers, not every set of quality-of-service requirements might be feasible making the power minimization problem with given lower bound constraints on the rate for example infeasible  in these cases. We derive a complete description of the quality-of-service feasibility region for  arbitrary channel matrices.Foundations in Signal Processing, Communications and Networking,1863-8538 ;8RadioTransmitter-receiversDesign and constructionMIMO systemsWireless communication systemsRadioTransmitter-receiversDesign and construction.MIMO systems.Wireless communication systems.621.3822Hunger Raphael1058907MiAaPQMiAaPQMiAaPQBOOK9910437889803321Analysis and Transceiver Design for the MIMO Broadcast Channel2503121UNINA