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Estimating a Signal from a Magnitude Spectrogram via Convex Optimization

机译:通过凸优化估计来自幅度谱图的信号

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The problem of recovering a signal from the magnitude of its short-time Fourier transform (STFT) is a longstanding one in audio signal processing. Existing approaches rely on heuristics which often perform poorly because of the nonconvexity of the problem. We introduce a formulation of the problem that lends itself to a tractable convex program. We observe that our method yields better reconstructions than the standard Griffin-Lim algorithm. We provide an algorithm and discuss practical implementation details, including how the method can be scaled up to larger examples.
机译:从其短时傅里叶变换(STFT)的幅度恢复信号的问题是音频信号处理中的长度。由于问题的非凸起,现有的方法依赖于往往往往表现不佳的启发式。我们介绍了对贸易凸面的问题提供的问题。我们观察到,我们的方法比标准的Griffin-Lim算法产生更好的重建。我们提供算法并讨论实用的实现细节,包括如何将方法缩放到更大的示例。

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