Download Cooperative Cognitive Radio Networking: System Model, by Bin Cao, Qinyu Zhang, Jon W. Mark PDF

By Bin Cao, Qinyu Zhang, Jon W. Mark

This SpringerBrief examines the energetic cooperation among clients of Cooperative Cognitive Radio Networking (CCRN), exploring the method version, allowing innovations, and performance.

The short offers a scientific examine on lively cooperation among basic clients and secondary clients, i.e., (CCRN), via the discussions on learn concerns and demanding situations in designing spectrum-energy effective CCRN. As an attempt to make clear the layout of spectrum-energy effective CCRN, they version the CCRN in keeping with orthogonal modulation and orthogonally dual-polarized antenna (ODPA). The source allocation matters are exact with recognize to either types, when it comes to challenge formula, resolution method, and numerical effects. eventually, the optimum conversation thoughts for either fundamental and secondary clients to accomplish spectrum-energy effective CCRN are analyzed.

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Extra resources for Cooperative Cognitive Radio Networking: System Model, Enabling Techniques, and Performance

Sample text

However, the legacy fixed spectrum access leads to significant spectral underutilization owing to the sporadic use of spectrum [1, 2]. To address spectral underutilization, dynamic spectrum access has been proposed [2–6]. The methodology of dynamic spectrum access is to enable unlicensed users, referred to as secondary users (SUs), to opportunistically use licensed spectrum without causing harmful interference to the PUs. In this context, SUs can (i) dynamically © The Author(s) 2016 B. 1007/978-3-319-32881-2_3 41 42 3 Orthogonally Dull-Polarized Antenna Based Cooperative Cognitive Radio.

2011. 10. M. Xie, W. Zhang, and K. Wong, “A geometric approach to improve spectrum efficiency for cognitive relay networks,” IEEE Trans. Wirel. , vol. 9, no. 1, pp. 268–281, Jan. 2010. 11. N. Devroye, P. Mitran, and V. Tarokh, “Achievable rates in cognitive radio channels,” IEEE Trans. Inf. Theory, vol. 52, no. 5, pp. 1813–1827, May 2006. 12. J. Zhang, and Q. Zhang, “Stackelberg game for utility-based cooperative cognitive radio networks,” in Proc. MobiHoc, New Orleans, LA, May 2009. 13. O. Simeone, I.

23) SP PS where M and N are given by MD. 1 /PP 4 . 1 C. C PS 2 PB PS SP /PP PS ND. C /PS PB C. PP PB C 1 SP PS C 1/ 1 SP PS SB 1 SB /PP PS PS 4 SP 4 /PP PS 1 PB SP /PS PP 5 PS SB C. 2 C. SB PS C. 1 1 /PP 2 2 1 /PP PB SB PS 1 /PP PB 5 C 2. 1 PB PS PS C. 24) where the coefficients of the equation are a4 D ln 2 PB PS a3 D 2 ln 2 SB PS C3 a1 D . 3 ln 2 SB PS 3 PS 2 2 C 1/. ln 2PS C ln 2PS a0 D 2 PB PS 2 C2 ln 2 a2 D . 2 2 ln 2 C 2 PB SB PS PS C 3 PB / 38 2 Orthogonal Signaling Enabled Cooperative Cognitive Radio Networking Also, " PS D p 2 2 E 3 ln 2.

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