A continuous wavelet is a mathematical function used in signal processing and analysis that allows for the decomposition of a signal into various frequency components with different time resolutions. It is part of the wavelet transform, which is a technique for analyzing localized variations in signals. ### Key Features of Continuous Wavelets: 1. **Time-Frequency Representation:** - Unlike Fourier transforms, which analyze a signal in terms of sinusoidal components, wavelet transforms provide a multi-resolution analysis.
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