On the existence of the Mazo-limit on MIMO channels
Author
Summary, in English
Mazo, in 1975, showed that the signaling rate of a linear modulation can
be significantly higher than the maximum rate for orthogonal signaling
without any loss of minimum square Euclidean distance. In subsequent
literature the highest such rate is referred to as the Mazo-limit. In this
letter we ask whether there exists a Mazo-limit also on
MIMO channels. The answer is yes, but it applies to the largest
pairwise error probability rather than to minimum square Euclidean distance. Moreover, it
occurs at exactly the same rate as in the AWGN case. As a special case
results for single-input single-output fading channels are obtained.
be significantly higher than the maximum rate for orthogonal signaling
without any loss of minimum square Euclidean distance. In subsequent
literature the highest such rate is referred to as the Mazo-limit. In this
letter we ask whether there exists a Mazo-limit also on
MIMO channels. The answer is yes, but it applies to the largest
pairwise error probability rather than to minimum square Euclidean distance. Moreover, it
occurs at exactly the same rate as in the AWGN case. As a special case
results for single-input single-output fading channels are obtained.
Publishing year
2009
Language
English
Pages
1118-1121
Publication/Series
IEEE Transactions on Wireless Communications
Volume
8
Issue
3
Document type
Journal article
Publisher
IEEE - Institute of Electrical and Electronics Engineers Inc.
Topic
- Electrical Engineering, Electronic Engineering, Information Engineering
Status
Published
Research group
- Telecommunication Theory
ISBN/ISSN/Other
- ISSN: 1536-1276