Expand description
Wavelet Packet Transform (WPT) and Inverse WPT
The Wavelet Packet Transform provides a more flexible time-frequency decomposition than the standard DWT by decomposing both approximation and detail coefficients at each level, creating a full binary tree of coefficients.
This is particularly useful for financial applications where different frequency bands may contain important information at different time scales.
§See Also
- Transform behavior and trade-offs (including WPT):
docs/TRANSFORMS_GUIDE.md
Structs§
- NodeId
- Node identifier in the WPT tree
- WPNode
- WPT tree node
- WPTConfig
- Configuration for WPT
- WPTResult
- Result of WPT decomposition
Enums§
- Cost
Function - Cost function for best basis selection
Functions§
- best_
basis - Find the best basis using a cost function
- iwpt
- Inverse Wavelet Packet Transform
- reconstruct_
node - Reconstruct a parent node from its two children
- validate_
basis - Validate that a set of nodes forms a complete basis
- wpt
- Perform Wavelet Packet Transform