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Algorithms for Signal Reconstruction from Short-Time Fourier Transform Magnitude.

机译：短时傅立叶变换幅度信号重构算法。

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作者
Nawab, S. H.; Quatieri, T. F.; Lim, J. S.;
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年度 1983
页码 1-7
总页数 7
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Algorithms; Fourier transformation; Signal processing; Least squares method; Extrapolation; Iterations; Reprints;

机译：算法;傅立叶变换;信号处理;最小二乘法;外推;迭代;重印;

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1. An architectural comparison of signal reconstruction algorithms from short-time Fourier transform magnitude spectra [J] . Mouhcine Chami, Maryem Immassi, Joseph Di Martino International journal of speech technology . 2015,第3期

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2. An efficient inverse short-time Fourier transform algorithm for improved signal reconstruction by time-frequency synthesis: Optimality and computational issues [J] . Ouelha Samir, Touati Sami, Boashash Boualem Digital Signal Processing . 2017,第期

机译：通过时频合成改进信号重建的有效逆短时傅立叶变换算法：最优性和计算问题
3. Adaptive short-time Fourier transform and synchrosqueezing transform for non-stationary signal separation [J] . Li Lin, Cai Haiyan, Han Hongxia, Signal processing . 2020,第Jana期

机译：非平稳信号分离的自适应短时傅立叶变换和同步压缩变换
4. Reconstruction of signals from irregular samples of its short-time Fourier transform [C] . Hans G. Feichtinger, W.Kozek, Thomas Strohmer Wavelet Applications in Signal and Image Processing Meeting . 1995

机译：其短时傅里叶变换不规则样本重建信号
5. Sublinear algorithms for the Fourier transform of signals with very few Fourier modes: Theory, implementations and applications. [D] . Zou, Jing. 2005

机译：具有很少傅里叶模式的信号的傅里叶变换的亚线性算法：理论，实现和应用。
6. Polynomial Phase Estimation Based on Adaptive Short-Time Fourier Transform [O] . Fulong Jing, Chunjie Zhang, Weijian Si, 2018

机译：基于自适应短时傅立叶变换的多项式相位估计
7. Spectrogram analysis of selected tremor signals using short-time Fourier transform and continuous wavelet transform [O] . D. Seidl, T. Bartosch 1999

机译：使用短时傅里叶变换和连续小波变换的所选震颤信号的频谱图分析
8. Algorithms for Signal Reconstruction from Short-Time Fourier Transform Magnitude [R] . Nawab, S. H., Quatieri, T. F., Lim, J. S. 1983

机译：短时傅立叶变换幅度信号重构算法

Algorithms for Signal Reconstruction from Short-Time Fourier Transform Magnitude.

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