The value of cooperation between relays in the multiple-access channel with multiple relays

Transactions on emerging telecommunications technologies

Volumn 23, Issue 4, 2012, Pages 341-359

  Ghelber, Boaz ^a   Dabora, Ron ^a  

^a BEN GURION UNIVERSITY OF THE NEGEV   (Israel)

Author keywords

Capacity region; Multiple access; Network; Relaying

Indexed keywords

DECODING; NETWORKS (CIRCUITS);

CAPACITY REGIONS; CUT-SET BOUND; DECODE-AND-FORWARD; DECODING TECHNIQUES; GAUSSIANS; GENERALISATION; MEMORYLESS; MULTIPLE ACCESS; MULTIPLE ACCESS CHANNELS; MULTIPLE ACCESS RELAY CHANNEL; MULTIPLE-RELAY CHANNEL; OUTER BOUNDS; PARALLEL RELAYS; RELAY NODE; RELAYING; SLIDING-WINDOW;

COMMUNICATION CHANNELS (INFORMATION THEORY);

EID: 84863638507     PISSN: 1124318X     EISSN: 15418251     Source Type: Journal    
DOI: 10.1002/ett.1543     Document Type: Article

References (30)

1. Kramer G, van Wijngaarden AJ. On the white Gaussian multiple-access relay channel, In Proceedings of the IEEE International Symposium on Information Theory, Sorrento, Italy, Jun. 2000;40.
2. Sankaranarayanan L, Kramer G, Mandayam NB. Hierarchical sensor networks: capacity theorems and cooperative strategies using the multiple-access relay channel model, In Proceedings of the First IEEE Conference on Sensor and Ad Hoc Communications and Networks, Santa Clara, CA, Oct. 2004.
3. Cover TM, El Gamal AA. Capacity theorems for the relay channel. IEEE Transactions on Information Theory Oct. 1979;25(5):572-584.
4. Kramer G, Gastpar M, Gupta P. Information-theoretic multi-hopping for relay networks, In Proceedings of the Zurich Seminar on Communications, ETH Zurich, Switzerland, Feb. 2004;192-195.
5. Willems FMJ. Informationtheoretical results for the discrete memoryless multiple-access channel, Doctor in de Wetenschappen Proefschrift Dissertation, Katholieke Univ. Leuven, Leuven, Belgium, Oct. 1982.
6. Sankaranarayanan L, Kramer G, Mandayam NB. Capacity theorems for the multiple-access relay channel, In Proceedings of the 42nd Annual Allerton Conference on Communications, Control and Computing, Monticello, IL, Sep. 2004.
7. Sankar L, Kramer G, Mandayam NB. Offset encoding for multiaccess relay channels. IEEE Transactions on Information Theory Oct. 2007;53(10):3814-3821.
8. Carleial AB. Multiple-access channels with different generalized feedback signals. IEEE Transactions on Information Theory Nov. 1982;28(6):841-850.
9. Sankar L, Narayan MB, Poor HV. On the sum-capacity of degraded Gaussian multiple-access relay channels. IEEE Transactions on Information Theory Dec. 2009;55(12):5394-5411.
10. Cover TM, Thomas JA. Elements of Information Theory, (2nd edn). John Wiley and Sons Inc.: Hoboken, New Jersey, 2006.
11. Ho CK, Gowda KT, Sun S. Achievable rates for multiple access relay channel with generalized feedback, In Proceedings of the IEEE International Symposium on Information Theory, Auckland, New Zealand, Dec. 2008.
12. Rankov B, Wittneben A. Achievable rate regions for the two-way relay channel, In Proceedings of the IEEE International Symposium on Information Theory, Seattle, WA, Jul. 2006;1668-1672.
13. Hou J, Koetter R, Kramer G. Rate regions for multiple access relay channels with relay-source feedback, In Proceedings of the IEEE Inform. Theory Workshop, Taormina, Italy, Oct. 2009;288-292.
14. Schein B, Gallager RG. The Gaussian parallel relay network, In Proceedings of the IEEE International Symposium on Information Theory, Sorrento, Italy, Jun. 2000;22.
15. Reznik A, Kulkarni S, Verdu S. Capacity and optimal resource allocation in the degraded Gaussian relay channel with multiple relays, In Proceedings of the 40th Annual Allerton Conference on Communications, Control and Computing, Monticello, IL, Oct. 2002.
16. Gupta P, Kumar PR. Towards an information theory of large networks: an achievable rate region. IEEE Transactions on Information Theory Aug. 2003;49(8):1877-1894.
17. Xie LL, Kumar PR. A network information theory for wireless communication: scaling laws and optimal operation. IEEE Transactions on Information Theory May 2004;50(5):748-767.
18. Xie LL, Kumar PR. An achievable rate for the multiplelevel relay channel. IEEE Transactions on Information Theory Apr. 2005;51(4):1348-1358.
19. Kramer G, Gastpar M, Gupta P. Cooperative strategies and capacity theorems for relay networks. IEEE Transactions on Information Theory Sep. 2005;51(9):3037-3063.
20. Avestimehr AS, Sezgin A, Tse DNC. Capacity of the two-way relay channel within a constant gap. European Transactions on Telecommunications Jun. 2010;21(4):363-374.
21. Renk T, Jaekel H, Kloeck C, Jondral FK. General expression of outage probability in cooperative networks. European Transactions on Telecommunications Oct. 2009;20(6):537-548.
22. Li JCF, Dey S. Outage minimisation in wireless relay networks with delay constraints and causal channel feedback. European Transactions on Telecommunications Apr. 2010;21(3):251-265.
23. del Coso A, Ibars C. The amplify-based multiple-relay multiple-access channel: capacity region and MAC-BC duality, In Proceedings of the IEEE Information Theory Workshop, Bergen, Norway, Jul. 2007.
24. del Coso A, Ibars C. Multi-access channels with multiple decode-and-forward relays: rate region and asymptotic sum-rate, In Proceedings of the IEEE 9th Workshop on Signal Processing Advances in Wireless Communications, Jul. 2008;361-365.
25. del Coso A, Ibars C. Linear relaying for the Gaussian multiple-access and broadcast channels. IEEE Transactions on Wireless Communication Apr. 2009;8(4):2024-2035.
26. El-Gamal A, Mohseni M, Zahedi S. Bounds on capacity and minimum energy-per-bit for AWGN relay channels. IEEE Transactions on Information Theory Apr. 2006;52(4):1545-1561.
27. del Coso A. Achievable rates for gaussian channels with multiple relays, PhD Dissertation, Universitat Politècnica de Catalunya, Barcelona, Spain, 2008.
28. Salehkalaibar S, Ghabeli L, Aref MR. Achievable rate region for multiple-access-relay-networks. IET Comm. Oct. 2010;4(15):1792-1798.
29. Thomas JA. Feedback can at most double Gaussian multiple access channel capacity. IEEE Transactions on Information Theory Sep. 1987;33(5):711-716.
30. Ouellette D. Schur complements and statistics. Linear Algebra and its Applications Mar. 1981;36:187-295.