Cooperative diversity in wireless networks: algorithms and architectures

By J. Nicholas Laneman, Gregory W. Wornell. 2002

535 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/05db1a1a2c980a37d8be000e354928406a33fa63

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Citations in the corpus

Cooperative strategies and capacity theorems for relay networks (2005, background): “More theory for such relays can be found in [14], [36], [51]–[55], [59]–[62], [75], and references therein.”
Outage analysis of coded cooperation (2006, background): “A key result arising from this work is that, despite superficial similarities between decode-and-forward and coded cooperation , the former (as shown in [3]–[5]) has diversity one while the latter enjoys diversity in the number of cooperating partners .”
Optimal Design of Non-Regenerative MIMO Wireless Relays (2007, methodology): “Comparisons of the performances of the DF and AF schemes for singleantenna relay systems are recently shown in [11] and [5].”
Cooperative diversity in wireless networks: Efficient protocols and outage behavior (2004, background): “For scenarios in which CSI is unavailable to the transmitters, even full-duplex cooperation cannot improve the sum capacity for ergodic fading [38].”
Distributed space-time coded protocols for exploiting cooperative diversity in wireless networks (2002, unknown): “It is shown in [ 4 ] that these simple protocols can be extended to more than two terminals to provide full spatial diversity: if m is the number of cooperating terminals, each with a single transmit antenna, system performance can behave as if each terminal employs m transmit antennas.”
Symbol error probabilities for general cooperative links (2004, background): “, [1], [3], [5], [8], CD networks can achieve a diversity order equal to the number of paths between the source and the destination, and thus, they can be used to overcome the antenna array packing limitation.”