Fourier transforms are mathematical calculations that can be used to identify the frequencies that make up a signal and shed ...
A new review of 201 studies traces how bridge structural health monitoring evolved from classical Fourier and wavelet ...
Fractional transforms extend classical integral transforms by introducing a continuous parameter that governs the interpolation between time and frequency domains. The fractional Fourier transform ...
The sparse Fourier transform has emerged as a pivotal advancement in spectral analysis, enabling the rapid recovery of signals that exhibit only a few non‐zero frequency components. Traditional fast ...
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