CDMA based cellular systems have been widely deployed and CDMA is
selected as the air interface of third-generation (3G) cellular
system (W-CDMA, cdma2000, TD-SCDMA). With the exponential growth
rate of demand, understanding the principles of design and analysis
of large CDMA systems has become more and more vital for both
receiver designers and network operators. However, for large
networks, receivers utilizing advanced signal processing techniques
have complexity that scales with the system size. Furthermore,
performance analysis of large systems quickly becomes analytically
intractable. With the application of the mathematical theory on
random matrices, this book studies the problems of low-complexity
multiuser receiver design and performance analysis (both
information-theoretic and uncoded) for various CDMA systems in the
large system regime. This book should be of great interest to
researchers and practicing engineers in wireless communication. In
addition, as this book explores the exciting cross discipline of
random matrices and wireless communication, it will also be useful
for mathematicians wishing to see how advanced mathematics shape
today's engineering practice.
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