Wavelet transforms are mathematical tools used for analyzing and representing signals and data. They provide a way to decompose a signal into different frequency components at multiple scales, which makes them very useful in various applications such as signal processing, image compression, and more. Here's a list of some of the main wavelet-related transforms: 1. **Continuous Wavelet Transform (CWT)**: A transform that analyzes the signal at all scales and translations using wavelets.
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