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Variable step-size compressed sensing-based sparsity adaptive matching pursuit algorithm for speech reconstruction

机译:基于阶梯大小的压缩感应的基于语音重建的基于阶梯大小压缩感应的基于追踪追踪追踪算法

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This paper presents a novel greedy reconstruction algorithm for speech signal, named the variable step-size sparsity adaptive matching pursuit algorithm (short for VSSAMP). As the name implies, this modified algorithm achieves an improvement compared with the state-of-the-art greedy algorithm sparsity adaptive matching pursuit (SAMP). The new algorithm varies the step size, which is fixed in SAMP. This innovation can accelerate the reconstruction speed and demonstrate a better performance on estimating the true signal's support set to some extent. The step size is set to a large value initially so as to approach the real sparsity quickly. Afterwards, step size is cut down gradually and this mechanism is benefit for estimating the sparsity accurately. At the end of the novel method, a pruning step is utilized which can decrease the estimated sparsity one atom by one atom, based on reducing the reconstruction error. This step increases the accuracy of estimated sparsity and enhances the reconstruction performance. The comparisions of reconstruction performance and speed are exhibited in this paper. The simulation results show that the modified algorithm outperforms the SAMP algorithm when reconstructing absolutely sparse signals and speech signals.
机译:本文提出了一种用于语音信号的新型贪婪重建算法,命名为可变梯级稀疏性自适应匹配追踪追踪算法(VSSAMP短路)。随着名称意味着,与最先进的贪婪算法稀疏性匹配追求(SAMP)相比,这种改进的算法实现了改进。新算法改变了在SAMP中固定的阶梯尺寸。这项创新可以加速重建速度,并在一定程度上估算真正的信号的支持,展示了更好的性能。最初将步长设置为大值,以便快速接近真实稀疏性。然后,逐步减少步长,该机制是准确估计稀疏性的有益。在新型方法结束时,利用修剪步骤,其可以基于减少重建误差来减少一个原子的估计稀疏度原子。该步骤提高了估计稀疏性的准确性,并提高了重建性能。在本文中展出了重建性能和速度的比较。仿真结果表明,改进的算法在重建绝对稀疏信号和语音信号时占SAMP算法。

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