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改进的K-Best检测算法研究及实现 被引量:1

Implementation and Research on Improved K-Best Detection Algorithm
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摘要 在研究MIMO系统检测算法理论及其实现方法的基础上,对已证明较优的算法进行结合和改进,提出了一种改进的K-Best检测算法及其实现方案,并通过仿真验证了方案的可行性。该算法采用预测技术和并行排序相结合的方法,降低了计算复杂度;采用并行流水线结构实现,节省了处理时间;并对方案在Xilinx公司的Virtex-5系列FPGA中的资源使用情况进行了统计。研究表明,实现方案可以用于MIMO系统检测算法的硬件实现。 In this paper, an improved K-Best detection algorithm and its implementation are presented, which is based on MIMO detection algorithm theory and its implementation, to combine and improve the proved algorithms. And the simulation verifies the feasibility. The algorithm uses a combina- tion of prediction techniques and parallel sort method, reduces the computational complexity, adopts parallel pipelined structure to save processing time. And statistics on resource occupation of such a scheme in Virtex-5 series FPGA of Xilinx company is given. Study shows the implementation scheme is applicable in hardware implementation of MIMO system sphere detection algorithm.
作者 吴军 王绍伟
出处 《电视技术》 北大核心 2013年第5期146-149,共4页 Video Engineering
关键词 MIMO FPGA 预测技术 K-Best检测算法 MIMO FPGA prediction techniques K-Best detection algorithm
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参考文献8

  • 1张建忠,李宏伟,邓冬虎.一种低复杂度的空时分组码检测算法[J].电视技术,2011,35(2):67-70. 被引量:4
  • 2FOSCHINI G J. Layered space-time architecture for wireless communica- tion in fading environment when using multiple antennas [ J ]. Bell Labs Technical Journal, 1996,1 (2) : 41-59.
  • 3LI Qingwei,WANG Zhongfeng. Improved K-Best sphere decoding algo- rithms for MIMO system[ C]//Proc. 2006 IEEE International Symposium on Circuits and Systems. [ S. 1. ] : 1EEE Press,2006 : 110-I 13.
  • 4林云,王宇.MIMO系统中k-best球形译码算法研究[J].电波科学学报,2009,24(1):141-147. 被引量:8
  • 5BURG A,BORGMANN M,SIMON C. Performance tradeoffs in the VLSI implementation of the sphere decoding algorithm [ C ]//Proc. IEEE 3G Mobile Communication Conf. [ S. 1. ] :IEEE Press,2004:93-97.
  • 6GENTLEMAN W M, KUNG H T. Matrix triangularization by systolic ar- rays[J]. Real-time signal processing,1981,298(5) :19-26.
  • 7DICK C,AMIRI K, CAVALLARO J R. Design and architecture of spatial multiplexing MIMO decoders for FPGAs[ C]//Proe. 42nd Asilomar Con- ference on Signals, Systems and Computers. [ S. 1. ] :IEEE Press,2008 : 160-164.
  • 8马小晶,刘亮,叶凡,任俊彦.基于可配置型K-Best的MIMO信号检测器[J].计算机工程,2009,35(24):236-238. 被引量:7

二级参考文献19

  • 1肖征荣,余智,吴伟陵.MIMO无线通信系统研究进展[J].重庆邮电学院学报(自然科学版),2004,16(4):25-29. 被引量:15
  • 2乔天柱,张海滨,罗汉文,宋文涛.基于循环前缀的OFDM符号同步算法改进及其实现[J].电视技术,2004,28(9):4-7. 被引量:3
  • 3肖海林,聂在平,杨仕文.室内MIMO无线信道:模型和性能预测[J].电波科学学报,2007,22(3):385-389. 被引量:19
  • 4FOSCHINI G J. Layered space-time architecture for wireless communication in a fading environment when using multiple antennas [J]. Bell labs Technical Journal, 1996,1 (2) :41-59.
  • 5AGRELL E, ERIKSSON T,VARDY A,et al. Closest point search in lattices[J]. IEEE Trans. Inform. Theory, 2002,48(10) : 2201-2214.
  • 6LI Qingwei , WANG Zhongfeng. Improved k-best sphere decoding algorithms for MIMO systems [J]. IEEE international Symposium, 2006, (5) : 1159-1162.
  • 7LI Qingwei ,WANG Zhongfeng. An Improved K-Best Sphere Decoding Arehiteeture for MIMO Systems [C]// Fortieth Asilomar Conference. 2006:2190- 2194.
  • 8GUO Zhan, NILSSON P. Algorithm and implementation of the K-best sphere decoding for MIMO detection[J]. IEEE Journal. ,2006,24(3) :491-503.
  • 9CHANG Hsiu Chi, LIAO Yen-Chin, CHANG Hsie- Chia. Low-complexity prediction techniques of k-best sphere decoding for MIMO systems[J]. IEEE Workshop,2007, (10) :45-49.
  • 10Wenk M, Zellweger M. K-Best MIMO Detecting VLSI Architectures Achieving up to 424Mbps[C]//Proc. of the IEEE Int'l Syrup. on Circuits and Systems.[S. l.]: IEEE Press, 2006.

共引文献16

同被引文献18

  • 1WUBBEN D, SEETHALER S, JOAKIM J, et al. Lattice reduction [J]. IEEE transactions on signal processing, 2011,28 (3) :70-91. DOI : 10.1109/MSP. 2010.938758.
  • 2MUSSI A M, ABRAO T. SDR lattice reduction aided detector [J]. IEEE transactions on latin America, 2013, 4 ( 11 ) :1007-1014. DOI: 10.1109/TLA. 2013. 6601743.
  • 3ZHOU Q, MAX L. An improved LR-aided K-best algo-rithm for MIMO detection [C]// Proc. Wireless Communications and Signal Processing. Huangshan : IEEE, 2012 : 1 - 5. DOI: 10. ll09/WCSP. 2012. 6542840.
  • 4NAJAFI H, DAMEN M O. Lattice reduction aided condi- tional detection for MIMO systems [J]. IEEE transactions on communications, 2014, 62 ( 11 ) : 3864-3873. DOI : 10. 1109/TCOMM. 2014. 2361337.
  • 5GESTNER B,MA X L, ANDERSON D V. Incremental lattice reduction : motivation, theory, and practical implemen- tation[J]. IEEE transactions on wireless communications, 2012, 11 ( 1 ) : 188 - 198. DOI: 10. 1109/TWC. 2011. 120511. 102286.
  • 6SAKZAD A, HARSHAN J, VITRBO E. Integer-forcing MIMO linear receivers based on lattice reduction[J]. IEEE transactions on wireless communications, 2013, 12 ( 10 ) : 4905-4915. DOI: 10.1109/TWC. 2013. 090513. 121465.
  • 7YANG P, XIAO Y, LI S Q, et al. QRD-assisted adaptive modulation-aided MIMO systems[J]. IEEE transactions on vehicular technology, 2014,63 ( 1 ) : 446 -451. DOI: 10. 1109/TVT. 2013. 2274482.
  • 8ZHANG W,QIAO S Z,WEI Y M. A diagonal lattice reduction algorithm for MIMO detection [J]. IEEE transactions on signal processing letters, 2012,19 ( 5 ) : 311-314. DOI : 10.1109/LSP. 2012, 2191614.
  • 9WEN Q S, ZHOU Q, MA X 1. An enhanced fixed-com- plexity LLL algorithm for MIMO detection [C]// Proc. Global Communications Conference. Austin, TX: IEEE, 2014: 3231 - 3236. DOI: 10. 1109/GLOCOM. 2014. 7037304.
  • 10FUJINO T, SHIMOKAWA T. Combined forward and back- ward lattice reduction aided MMSE detection in MIMO systems [C]// Proc. Vehicular Technology Conference. Calgary, BC: IEEE, 2008:1 -6. DOI: 10. ll09/VETECF. 2008. 283.

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