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基于稀疏表示的脑电棘波检测算法研究 被引量:7

EEG Spike Detection Using Sparse Representation
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摘要 提出了一种基于稀疏表示的脑电棘波检测算法,首先以高斯函数及其一、二阶导数为原子的生成函数构建了一个冗余多成份字典,再应用匹配追踪算法获取脑电信号在此字典下的M项稀疏逼近,由该逼近的导数信息与原子的结构参数可准确度量瞬时波形的形态结构特征,进而提出基于形态结构匹配的棘波检测算法,克服了Gabor字典不能识别周期化棘波序列的缺点,同时能够有效去除背景节律与伪迹的影响,检测结果表明该算法针对临床EEG信号的检测率高达93.9%,正确率高达88.0%. An approach is proposed to automatically detect EEG spikes,based on sparse representation of signals.Firstly,Gaussian function and its first and second derivations are used as the generating functions to construct the redundant multi-component dictionary.Secondly,the M-term sparse approximation is obtained using matching pursuit method in our dictionary.Various morphological structure features of transients can be extracted accurately,utilizing the derivative information of the sparse approximation and the structure parameters of atoms. Finally, a detection algorithm is presented, based on morphological StlUcture match. It can overcome the Gabor dictionary's shortcomings that can' t detect the series of spike-wave complexes, moreover, can reject back- ground transients and artifacts effectively. The experimental results indicate that our detection technique yields high sensitivity of 93.9 percent and selectivity of 88.0 percent evaluated on clinical EEGs.
出处 《电子学报》 EI CAS CSCD 北大核心 2009年第9期1971-1976,共6页 Acta Electronica Sinica
基金 国家自然科学基金(No.60672074) 国家高技术发展计划(863计划)(No.2007AA12Z142) 江苏省自然科学基金项目(No.BK2006569) 中国博士后科学基金(No.20060390285) 江苏省博士后科学基金(No.200601005B) 教育部高校博士点专项科研基金(No.20070288050,M200606018) 江苏省研究生创新基金
关键词 棘波检测 稀疏表示 多成份字典 匹配追踪 形态结构 spike detection sparse representation multi-component dictionary matching pursuit morphological structure
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参考文献10

  • 1Stephane Mallat, Zhifeng Zhang. Matching pursuit with time- frequency dictionaries [ J]. IEEE Trans on Signal Processing, 1993,41 (12) :3397 - 3415.
  • 2Chen SS, Donoho DL, Saunders MA. Atomic decomposition by basis pursuit[ J]. SIAM Review,2001,43( 1 ) : 129 - 159.
  • 3Durka P J. Adaptive time-frequency parametfization of epileptic spikes[J]. Physical Review E,2004,69(05): 1914- 1918.
  • 4Piotr Durka J, Ircha D, Blinowska KJ. Stochastic time-frequency dictionaries for matching pursuit[ J]. IEEE Trans on Signal Processing, 2001,49 (3) : 507 - 510.
  • 5Durka P J, Szelenberger W, Blinowska KJ, et al. Adaptive lime- frequency parametrization in pharmaco EEG [ J ]. Journal of Neuroscience Methods, 2002,117( 1 ) :65 - 71.
  • 6Durka P J, Blinowska KJ. A unified time-frequency parametrization of EEG [J]. IEEE Engineering in Medicine and Biology,2001,20(5) :47 - 53.
  • 7G E. Chatfian, L Bergamini, M. Dondey, et al. A glossary of terms most commonly used by clinical electroencephalographers[J]. Clinical Neurophysiology, 1974,37 ( 5 ) : 538 - 48.
  • 8S B Wilson, R Emerson. Spike detection: A review and comparison of algorithms[ J]. Clinical Neurophysiology, 2002, 113 (12) : 1873 - 1881.
  • 9M Latka, Z Was, A Kozik, B. J West. Wavelet analysis of epileptic spikes [J]. Physical Review E, 2003,67 (5) : 2902 - 2907.
  • 10Hamid Hassanpour, Luke Rankine, Mostefa Mesbah, et al. Comparative performance of time-frequency based EEG spike detection techniques[ A]. The13th 2005 European Signal Processing Conference ( EUSIPCO' 05 ) [ C ]. New York: CRC Press, 2005.201 - 204.

同被引文献108

  • 1王建军,李作汉.脑磁图和脑电图在癫癎中的应用[J].临床神经电生理学杂志,2005,14(3):180-183. 被引量:3
  • 2李莹,欧阳楷.自动检测儿童脑电中癫痫波的方法研究[J].中国生物医学工程学报,2005,24(5):541-545. 被引量:6
  • 3张美云,张本恕,王凤楼.子波变换在癫痫脑电信号检测和分析中的应用[J].国际生物医学工程杂志,2006,29(4):255-258. 被引量:5
  • 4李小兵,初孟,邱天爽,鲍海平.一种基于时频分析的癫痫脑电棘波检测方法[J].中国生物医学工程学报,2006,25(6):678-682. 被引量:4
  • 5Schmidt M N, Olsson R K. Linear regression on sparse features for single-channel speech separation[ A]. IEEE Workshop on App/ications of Signal Processing to Audio and Acoustics[ C]. NY, USA, 2007.26 - 29.
  • 6Pearlmutter B, Olsson R. Linear program differentiation for sin- gle - channel speech separation[A]. 16th IEEE, Signal Process- ing Society Workshop on Machine learning for Signal Process- ing[ C]. Maynooth, Ireland, 2006.421 - 426.
  • 7Nakashizuka N, Okumura H, figuni Y. Single-channel speech separation by using a sparse decomposition with periodic struc- ture[ A ]. 2008 International Symposium on Intelligent Signal Processing and Communications Systems[ C ]. Bangkok, Thai- land, 2008.1 - 4.
  • 8Elad M, Bruckstein A, A generalized uncertainty principle and sparse representation in pairs of bases[ J]. IEEE Transactions on Information Theorv, 2002,48: 2558 - 2567.
  • 9Donoho D L. For Most Large Underdetermined Systems of E- quations, the Minimal 11 - norm Near- Solution Approximates the Sparsest Near-Solution[ R]. http://www-stat, stanford, edu / - donoho/Reports/2004.
  • 10Y Pail, R Rezaiifar, and P Krishnaprasad. Orthogonal matching pursuit: recursive function approximation with applications to wavelet decomposition[ A]. Proceedings of 27th Annual Asilo- mar Conference on Signals, Systems and Computers[ C]. CA, USA, 1993.40 - 44.

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