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Implementation of Compressive Sensing for Speech Signals

机译:语音信号的压缩感测的实现

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The advancements in today's multimedia applications demand high quality speech signal transmission as well as storage. The limited availability of bandwidth and storage capacity necessitates the development of better compression techniques for speech signals. Compressive sensing is an emerging technique in signal processing and it provides a novel framework for speech signal compression. In compressive sensing, a signal can be exactly reconstructed if it is naturally sparse or in some sparsifying basis. In this paper, the sparsification of speech signal is done by applying Discrete Cosine Transform (DCT), Discrete Fourier Transform (DFT) and Linear Predictive Coding (LPC). The sparsified speech signal is compressive sensed to reduce the number of samples. The original signal is reconstructed using different algorithms like Basis Pursuit (BP), l1 regularized least squares (l1 ls) and Orthogonal Matching Pursuit (OMP). The quality of reconstructed speech signal is quantitatively expressed using different metrics like Mean Square Error (MSE), Segmental Signal to Noise Ratio (SSNR) and Perceptual Evaluation of Speech Quality (PESQ). For a 60 percentage of samples, the value of MSE obtained by using a combination of sparsifying basis DCT and reconstruction algorithm BP is 0.00018122. Using the same conditions the value of SSNR and PESQ is found to bell.3 dB and 2.574 respectively.
机译:今天的多媒体应用中的进步需求高质量的语音信号传输以及存储。带宽和存储容量的有限可用性需要开发用于语音信号的更好的压缩技术。压缩检测是信号处理中的新兴技术,它为语音信号压缩提供了一种新颖的框架。在压缩检测中,如果自然稀疏或以一些稀疏的基础,则可以精确地重建信号。在本文中,通过应用离散余弦变换(DCT),离散傅里叶变换(DFT)和线性预测编码(LPC)来完成语音信号的稀疏。稀疏的语音信号是压缩检测的,以减少样品的数量。使用基础追踪(BP),L1正规最小二乘(L1 LS)和正交匹配追踪(OMP),使用不同算法重建原始信号。使用平均方误差(MSE)等不同度量,节段信号(SSNR)的不同度量(SSNR)和语音质量(PESQ)的感知评估来定量表达重建语音信号的质量。对于60个百分点的样品,通过使用稀疏基础DCT和重建算法BP的组合获得的MSE值为0.00018122。使用相同的条件,SSNR和PESQ的值分别为Bell.3 DB和2.574。

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