Expand description
Wavelet transforms for signal analysis in physics simulations.
Provides Haar, Daubechies-4, Symlet-4, continuous wavelet transforms (CWT), discrete wavelet transforms (DWT), wavelet-domain denoising, multi-resolution analysis, wavelet packet decomposition with best-basis selection, wavelet compression, and physics-specific wavelet tools.
Structs§
- Continuous
Wavelet - Continuous wavelet transform (CWT) with multiple mother wavelets.
- Continuous
Wavelet Transform - Continuous wavelet transform (CWT) — backward-compatible alias.
- Daubechies4
- Daubechies D4 wavelet with four filter taps.
- Discrete
Wavelet Transform - Collection of discrete wavelet transform (DWT) utility functions.
- Haar
Wavelet - Haar wavelet transform (single level and multi-level decomposition).
- Multi
Resolution Analysis - Multi-resolution analysis (MRA) using the Haar wavelet.
- Multilevel
Dwt - Multi-level DWT decomposition and perfect reconstruction.
- Podded
Wavelet - Physics-specific wavelet-based analysis tools.
- Symlet4
- Symlet-4 wavelet filter bank (sym4).
- Wavelet
Compression - Wavelet-based signal compression using coefficient thresholding.
- Wavelet
Denoising - Wavelet-domain signal denoising methods.
- Wavelet
Packet - Wavelet packet decomposition tree.
- Wavelet
Transform - 1-D Discrete Wavelet Transform with pluggable filter bank.
Enums§
- Wavelet
Family - Wavelet family selector for
WaveletTransform.