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A Temporal Neural Trace of Wavelet Coefficients in Human Object Vision: An MEG Study

机译:物体视觉中小波系数的时间神经轨迹:MEG研究

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摘要

Wavelet transform has been widely used in image and signal processing applications such as denoising and compression. In this study, we explore the relation of the wavelet representation of stimuli with MEG signals acquired from a human object recognition experiment. To investigate the signature of wavelet descriptors in the visual system, we apply five levels of multi-resolution wavelet decomposition to the stimuli presented to participants during MEG recording and extract the approximation and detail sub-bands (horizontal, vertical, diagonal) coefficients in each level of decomposition. Apart from, employing multivariate pattern analysis (MVPA), a linear support vector classifier (SVM) is trained and tested over the time on MEG pattern vectors to decode neural information. Then, we calculate the representational dissimilarity matrix (RDM) on each time point of the MEG data and also on wavelet descriptors using classifier accuracy and one minus Pearson correlation coefficient, respectively. Given the time-courses calculated from performing the Pearson correlation between the wavelet descriptors RDMs and MEG decoding accuracy in each time point, our result shows that the peak latency of the wavelet approximation time courses occurs later for higher level coefficients. Furthermore, studying the neural trace of detail sub-bands indicates that the overall number of statistically significant time points for the horizontal and vertical detail coefficients is noticeably higher than diagonal detail coefficients, confirming the evidence of the oblique effect that the horizontal and vertical lines are more decodable in the human brain.
机译:小波变换已广泛用于图像和信号处理应用中,例如降噪和压缩。在这项研究中,我们探讨了刺激的小波表示与从人体识别实验获得的MEG信号之间的关系。为了研究视觉系统中小波描述符的签名,我们将五级多分辨率小波分解应用于在MEG记录期间呈现给参与者的刺激,并提取每个中的近似和详细子带(水平,垂直,对角线)系数分解程度。除了采用多元模式分析(MVPA)之外,还对线性支持向量分类器(SVM)进行了一段时间的训练并在MEG模式向量上进行了测试以解码神经信息。然后,我们分别使用分类器精度和一个负Pearson相关系数,在MEG数据的每个时间点以及小波描述符上计算表示不相似矩阵(RDM)。给定通过在每个时间点执行小波描述符RDM与MEG解码精度之间的Pearson相关性而计算出的时程,我们的结果表明,对于较高级别的系数,小波逼近时程的峰值潜伏期较晚。此外,研究细节子带的神经轨迹表明,水平和垂直细节系数的统计上显着时间点的总数显着高于对角线细节系数,这证实了水平和垂直线为斜线效果的证据。在人脑中更容易解码。

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