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改进DE算法优化高刺激率AEP的刺激序列 被引量:1

Stimulus-Sequences Optimization for High-Rate AEPs Using Modified Differential Evolution Algorithm
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摘要 刺激序列的性质直接影响高刺激率听觉诱发电位(Auditory evoked potentials,AEP)去卷积的性能,自动生成满足需求的刺激序列可以为高刺激率AEP的基础和应用研究带来极大便利。以刺激序列的抖动量为优化变量利用差分进化(Differential evolution,DE)算法定义了约束条件下的目标函数。根据抖动量的变化范围,改进了DE搜索的变异算子实现搜索空间动态缩减。该方法可以方便地生成各种参数(包括刺激率、频带范围、扫程长度和采样频率)的低抖动率刺激序列。通过实测脑电信号合成的数据检验,本方法得到的各种刺激序列都取得了较好的效果。 The generation of appropriate stimulus sequences in an automatic way can facilitate the research and application in the study of auditory evoked-potentials (AEPs) under high stimulus rate paradigm.This paper proposes an applicable method to generate the optimized sequences using a modified differential evolution (DE) algorithm.This method defines an objective function in terms of jitter ratio (JR) and underlying constraint condition derived from the spectrum of the sequence.The performance of the algorithm is improved by gradually reducing the searching-space guaranteed by a dynamic scaling factor in the mutation process.Four compatible sequences are given to compare with the manual selected sequences as reported.The synthetic data are used to justify the feasibility of the proposed method,which presents a less jitter ratio of the underlying sequence.
出处 《数据采集与处理》 CSCD 北大核心 2013年第5期672-678,共7页 Journal of Data Acquisition and Processing
基金 国家自然科学基金(61172033 61271154)资助项目
关键词 听觉诱发电位 去卷积 差分进化算法 auditory evoked-potential (AEP) deconvolution differential evolution (DE) algorithm
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参考文献13

  • 1苏园园,王涛,林霖.一种恢复高刺激率下听觉诱发电位的迭代维纳滤波方法[J].生物医学工程研究,2008,27(3):158-162. 被引量:1
  • 2Delgado R E,(O)zdamar (O).Deconvolution of evoked responses obtained at high stimulus rates[J].Journal of The Acoustical Society of America,2004,115 (3):1242-1251.
  • 3Jewett D L,Caplovitz G,Baird B,et al.The use of QSD (q-sequence deconvolution) to recover superposed,transient evoked-responses[J].Clinical Neurophysiology,2004,115 (12):2754-2775.
  • 4Wang T,(O)zdamar (O),Bohórquez J,et al.Wiener filter deconvolution of overlapping evoked potentials[J].Journal of Neuroscience Methods,2006,158(2):260-270.
  • 5王涛,张爱桃,李彬,董洁.希尔伯特-黄变换增强高刺激率AEP的信噪比[J].数据采集与处理,2011,26(3):280-285. 被引量:5
  • 6Storn R,Price K V.Differential evolution-A simple and efficient adaptive scheme for global optimization over continuous spaces[R].Technical Report,USA:ICSI,Berkeley,1995.
  • 7StornR,Price K V.Differential evolution-A simple and efficient heuristic for global optimization over continuous spaces[J].Journal of Global Optimization,1997,11:341-359.
  • 8Das S,Suganthan P N.Differential evolution:A survey of the state-of-the-art[J].IEEE Trans Evol Comput,2011,15(1):4-31.
  • 9Wu Zhifeng,Huang Houkuan,Yang Be,et al.A modified differential evolution algorithm with self-adaptive control parameters[C] //Proceedings of 20083rd International Conference on Intelligent System and Knowledge Engineering.Xiamen,China:[s.n.] ,2008:524-527.
  • 10Picton T W.Human auditory evoked potentials[M].San Diego,CA:Plural Publishing,2010.

二级参考文献24

  • 1钟佑明,秦树人,汤宝平.希尔伯特黄变换中边际谱的研究[J].系统工程与电子技术,2004,26(9):1323-1326. 被引量:69
  • 2Hecox K,Cone B,and Blaw M.Brianstem auditory evoked response in the diagncsis of pediatric neurologic diseases[J].Neurology,1981,31:832-840.
  • 3Eysholdt V,Schreiner C.Maximum length sequonces.A fast method for measurg brainstem-evoked responses[J].Audiology,1982,21:242-250.
  • 4Delgado RE,Ozdamar O.Deconvolution of evoked responses obtained at high stimulus rates[J].Acoust Soc Am,2004,115:1242-1251.
  • 5Wang T,Ozdamar O,Bohorquez J,et al.Wiener filter deconvolution of overlapping evoked potentials[J].Neurosci Meth,2006,158:260-270.
  • 6Schimmel H.The roference:accuracy of estimated mean components in average response studies[J].Science,1967,157:92-94.
  • 7Jewett DL,Hart T,Baird B,et al.Human sensory-evokod responses differ coincident with either "fusion-memory" or "flash-memory",es shown by stimulus repetition-rate effects[J].BMC Neuroscience,2006,7:18.
  • 8DalyDM, Roeser R J, AungMH, et al. Early evoked potentials in patients with acoustic neuroma [J]. Electroencephalograph and Clinical Neurophysiology, 1977,43(2) : 151-159.
  • 9Counter S A. Neurophysiological anomalies in brainstem responses of mercury-exposed children of Andean gold miners [J]. Journal of Occupational and Environmental Medicine, 2003,45(1) :87-95.
  • 10Bell S L, Smith D C, Allen R, et al. The auditory middle latency response, evoked using maximum length sequences and chirps, as an indicator of adequacy of anesthesia[J]. Anesthesia and Analgesia, 2006,102 (2) :495-498.

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同被引文献17

  • 1Kraus N, Nicol T. Auditory evoked potentials[M]. Springer Berlin Heidelberg.. Encyclopedia of Neuroscience, 2009..214- 218.
  • 2Eysholdt U, Schreiner C. Maximum length sequences--A fast method for measuring brainstem-evoked responses [J]. Audi- ology, 1982, 21(3) :242-250.
  • 3Ozdamar (~, Delgado R E, Yavuz E, et al. Deconvolution of auditory evoked potentials obtained at high stimulus rates [C]// First International IEEE EMBS Conference on Neural Engineering. Capri Island, Italy: IEEE, 2003:285-288.
  • 4Delgado R E, Ozdamar O. Deconvotution of evoked responses obtained at high stimulus rates [J]. Acoustical Society of A- merica, 2004,115(3) :1242-1251.
  • 5Wang Tao, Zhan Changan, Yah Gang, et al. A preliminary investigation of the deconvolution of auditory evoked potentials using a session jittering paradigm [J]. Journal of Neural Engineering, 2013, 10(2): 14.
  • 6Ozdamar O, Boh6rquez J. Signal-to-noise ratio and frequency analysis of continuous loop averaging deconvolution (CLAD) of overlapping evoked potentials [J]. J Acoust Soc Am, 2009,119(1)..429-438.
  • 7Wang T, ()zdamar (), Bohorquez J, et al. Wiener filter deconvolution of overlapping evoked potentials [J]. Neuroscience Methods, 2006, 158(2) :260-270.
  • 8Ozdamar O, Boh6rquez J, Ray S S. Pb (P1) resonance at 40 Hz: Effects of high stimulus rate on auditory middle latency re- sponses (MLRs) explores using deconvolution [J]. Clinical Neurophysiology, 2007,118(6) : 1261-1273.
  • 9Jewett D L, Caplovitz G, Baird B, et al. The use of QSD (q-sequence deconvolution) to recover superposed, transient e- voked-responses [J]. Clinical Neurophysiology, 2004, 115(12) .. 2754-2775.
  • 10Wang T, Huang J H, Lin L, et al. Continuous and discrete-time stimulus sequences for high stimulus rate paradigm in e- voked potential studies [J]. Computational and Mathematical Methods in Medicine,2013,2013: 1-10.

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