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Line 4: More than this, the WTMM is capable of partitioning the time and scale ___domain of a signal into fractal dimension regions, and the method is sometimes referred to as a "mathematical microscope" due to its ability to inspect the multi-scale dimensional characteristics of a signal and possibly inform about the sources of these characteristics. The WTMM method uses [[continuous wavelet transform]] rather than [[Fourier transform]]s to detect singularities[ [[Mathematical singularity\|singularity]]] – that is discontinuities, areas in the signal that are not continuous at a particular derivative. In particular, this method is useful when analyzing [[multifractal]] signals, that is, signals having multiple fractal dimensions.

Wavelet transform modulus maxima method: Difference between revisions