(Enter summary)
Abstract: R
E{#(n)#(n) +
(8.1)
and this last is one of the outcomes (known at the receiver side because also
the receiver can perform the allocation) of the SPAM game. The other outcome of
the SPAM game, that is, the throughput, gives to the transmitter the constellation
cardinality for the number of symbols to be employed. So, the codes to be employed
are a "set of codes" depending on the cardinality, linked to the capacity. For
example, if a users achieve 1 bit/slot obviously the cardinality of... (Update)
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BibTeX entry: (Update)
@techreport{ torontodidunknown,
author = "{University of Toronto}",
title = "{UNKNOWN}",
number = "CSRI-274",
url = "citeseer.ist.psu.edu/730357.html" }
Citations (may not include all citations):
171
The Theory of Matrices (context) - Lancaster, Tismetesky - 1985
170
Ad Hoc Networking (context) - Perkins - 2000
17
Link-Optimal SpaceTime Processing with Multiple Transmit and.. (context) - Farrokhi, Foschini et al. - 2001
12
Information Theory and Reliable Communication (context) - Gallagher - 1968
4
Optimized Power Allocation and Signal Shaping for Interferen.. (context) - Baccarelli, Biagi
2
On orthogonal designs and space-time codes (context) - Hsiao-feng, Kumar - 2004
2
Training sequence optimization in MIMO systems with colored (context) - Park, Wong
1
Performance analysis of MIMO maximum likelihood receivers wi.. (context) - Kiessling, Speidel et al.
1
Design of optimal orthogonal linear codes in MIMO systems fo.. (context) - Liu, hang et al.
1
Mean-square-error optimality of orthogonal space-time block .. (context) - Larsson, Stoica - 2003
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Documents on the same site (http://infocom.uniroma1.it/~biagi/phdthesis.html): More
Unknown - Power Allocation Algorithms
(Correct)
Unknown - Non Cooperative Games
(Correct)
Unknown - Impact Of Spam
(Correct)
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