DocumentCode
1179079
Title
Noncoherent MIMO Communication: Grassmannian Constellations and Efficient Detection
Author
Gohary, Ramy H. ; Davidson, Timothy N.
Author_Institution
Commun. Res. Centre, Ottawa, ON
Volume
55
Issue
3
fYear
2009
fDate
3/1/2009 12:00:00 AM
Firstpage
1176
Lastpage
1205
Abstract
This paper considers the design of both a transmitter and a receiver for noncoherent communication over a frequency-flat, richly scattered multiple-input multiple-output (MIMO) channel. The design is guided by the fact that at high signal-to-noise ratios (SNRs), the ergodic capacity of the channel can be achieved by input signals that are isotropically distributed on the (compact) Grassmann manifold. The first part of the paper considers the design of Grassmannian constellations that MIMIC the isotropic distribution. A subspace perturbation analysis is used to determine an appropriate metric for the distance between Grassmannian constellation points, and using this metric, greedy, direct and rotation-based techniques for designing constellations are proposed. These techniques offer different tradeoffs between the minimum distance of the constellation and the design complexity. In addition, the rotation-based technique results in constellations that have lower storage requirements and admit a natural ldquoquasi-set-partitioningrdquo binary labeling.
Keywords
MIMO communication; channel capacity; communication complexity; Grassmannian constellations; design complexity; ergodic capacity; isotropic distribution; multiple-input multiple-output channel; noncoherent MIMO communication; quasi-set-partitioning binary labeling; rotation-based techniques; signal-to-noise ratios; Channel capacity; Detectors; Frequency; MIMO; Maximum likelihood detection; Pairwise error probability; Receiving antennas; Scattering; Transmitters; Transmitting antennas; Grassmann manifold; noncoherent multiple input–multiple-output (MIMO) communication; reduced-search maximum likelihood detection; sphere packing;
fLanguage
English
Journal_Title
Information Theory, IEEE Transactions on
Publisher
ieee
ISSN
0018-9448
Type
jour
DOI
10.1109/TIT.2008.2011512
Filename
4787623
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