Title :
Widely linear MMSE receivers for linear dispersion space-time block-codes
Author :
Aghaei, Amirhossein S. ; Plataniotis, Konstantinos N. ; Pasupathy, Subbarayan
Author_Institution :
Dept. of Electr. & Comput. Eng., Univ. of Toronto, Toronto, ON, Canada
fDate :
1/1/2010 12:00:00 AM
Abstract :
This paper proposes a new receiver structure for linear-dispersion (LD) codes, subsuming orthogonal, quasiorthogonal and V-BLAST codes. We suggest to use widely-linear minimum-mean-squared-error (WL-MMSE) estimates of transmitted symbols in lieu of the sufficient statistics for maximum likelihood (ML) detection of these symbols. Proposed structure offers both optimal (ML) and suboptimal solutions. Simulation results show that the suboptimal receiver performs close to the optimal one, while reducing the receiver´s complexity. Structure of the proposed receiver is particularly studied for orthogonal and quasi-orthogonal LD codes. Specifically, it is proved that Alamouti´s combining scheme provides WL-MMSE estimates of the transmitted symbols.
Keywords :
MIMO communication; cyclic codes; least mean squares methods; maximum likelihood detection; orthogonal codes; parity check codes; radio receivers; Alamouti´s combining scheme; MIMO systems; V-BLAST codes; WL-MMSE; linear dispersion space-time block-codes; linear-dispersion codes; maximum likelihood detection; multiple-input multiple-output wireless systems; orthogonal codes; quasi-orthogonal LD codes; widely linear MMSE receivers; widely-linear minimum-mean-squared-error; Fading; MIMO; Maximum likelihood decoding; Maximum likelihood detection; Maximum likelihood estimation; Rayleigh channels; Signal processing; Space time codes; Statistics; Vectors; Terms¿Improper complex random vector; linear dispersion codes, MIMO systems, space-time codes, widely-linear estimation;
Journal_Title :
Wireless Communications, IEEE Transactions on
DOI :
10.1109/TWC.2010.01.080897