基于随机矩阵理论的协作频谱感知
doi: 10.3724/SP.J.1146.2008.01154
Cooperative Spectrum Sensing Based on Random Matrix Theory
-
摘要: 认知无线电频谱共享技术在新一代无线通信网络中具有广泛的应用前景,频谱感知是其中最重要的环节。该文提出了一种新的在多认知用户环境中,基于大维随机矩阵理论的协作频谱感知算法。充分利用随机矩阵的渐近谱分布特性及小样本下最大特征值收敛特性来提高感知性能。理论分析和仿真结果均表明,新算法性能明显优于同类算法和典型的能量检测算法。Abstract: Spectrum sharing of Cognitive Radios (CRs) has broad application prospects to the new generation of wireless communication networks. In multi-cognitive-user circumstance, using tools from asymptotic random matrix theory, a new cooperative scheme for frequency band sensing is proposed. The property of asymptotic spectrum distribution of random matrices and the convergence of the maximum eigenvalue with low samples are well considered. Theoretical analysis and simulations results show that the new algorithm is obviously outperforming congener algorithms and classical energy detection techniques.
-
Sahai A. Spectrum sensing: Fundamental limits and practicalchallenges, DySPAN 2005 tutorial part I [C]. DySPAN 2005,Maryland, Nov 2005: 1-138.[2]Cardoso L S, Debbah M, and Bianchi P. Cooperativespectrum sensing using random matrix theory [C]. ISWPC,Santorini, 7-9 May 2008: 334-338.[3]Zeng Yong-hong and Liang Ying-chang. Maximum minimumeigenvalue detection for cognitive radio [C]. The 18th AnnualIEEE International Symposium on Personal, Indoor andMobile Radio Communications (PIMRC'07), Athens, 3-7Sept. 2007: 1-5.[4]Tulino A M and Verdu S. Random Matrix Theory andWireless Communications [M]. Boston: Now Publishers Inc,2004: 168-189.[5]Mehta M L. Random Matrices [M]. Third edition, London:Academic Press, 2006: 394-438.[6]Bai Z D and Silverstein Jack W. Spectral Analysis of LargeDimensional Random Matrices [M]. Beijing: Science Press,2006: 283-357.[7]Bai Z D. Methodologies in spectral analysis of largedimensional random matrices, a review [J]. Statistica Sinica,1999, 9(1): 611-677.[8]Johnstone I M. On the distribution of the largest eigenvaluein principle components analysis [J]. The Annals of Statistics,2001, 29(2): 295-327.[9]Johansson K. Shape fluctuations and random matrices [J].Communications in Mathematical Physics.2000, 209(2):437-476[10]Tracy C A and Widom H. On orthogonal and symplecticmatrix ensembles [J]. Communications in MathematicalPhysics, 1996, 177(3): 727-754.[11]Ghasemi A and Sousa E S. Collaborative spectrum sensingfor opportunistic access in fading environments [C]. FirstIEEE International Symposium on New Frontiers in DynamicSpectrum Access Networks (DySPAN 2005), Maryland, Nov2005: 131-136.[12]Ghasemi A and Sousa E S. Spectrum Sensing in CognitiveRadio Networks: The Cooperation-Processing Tradeoff [M].USA: WILEY, 2007: 1049-1060.
计量
- 文章访问数: 3405
- HTML全文浏览量: 87
- PDF下载量: 1665
- 被引次数: 0