A Distributed Algorithm to Achieve Transparent Coexistence for a Secondary Multi-Hop MIMO Network

The transparent coexistence (TC) paradigm allows simultaneous activation of the secondary users with the primary users as long as their interference to the primary users can be properly canceled. This paradigm has the potential to offer much more efficient spectrum sharing than the traditional inter...

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Veröffentlicht in:IEEE transactions on wireless communications 2016-09, Vol.15 (9), p.6063-6077
Hauptverfasser: Xu Yuan, Xiaoqi Qin, Feng Tian, Yi Shi, Hou, Y. Thomas, Wenjing Lou, Midkiff, Scott F., Kompella, Sastry
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Sprache:eng
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Zusammenfassung:The transparent coexistence (TC) paradigm allows simultaneous activation of the secondary users with the primary users as long as their interference to the primary users can be properly canceled. This paradigm has the potential to offer much more efficient spectrum sharing than the traditional interweave paradigm. In this paper, we design a distributed algorithm to achieve this paradigm for a secondary multi-hop network. For interference cancelation (IC), we employ MIMO at secondary nodes. We present a distributed iterative algorithm to maximize each secondary session's throughput while meeting all IC requirements under TC. By maintaining two local sets for each node, we can keep track of the node's IC responsibility. Although no explicit node ordering is maintained in our distributed algorithm, we prove that our distributed data structure at each node (with the use of two local sets) can be mapped to an explicit global node ordering for IC among all nodes in the network. This guarantees that each active node's degree-of-freedoms allocated for IC is feasible at the physical layer. Our algorithm is iterative in nature and all steps can be accomplished based on local information exchange among the neighboring nodes. We present the simulation results to show that the performance of our distributed algorithm is highly competitive when compared with an upper bound solution from the corresponding centralized problem.
ISSN:1536-1276
1558-2248
DOI:10.1109/TWC.2016.2577620