Software Open Access
Wouter Deleersnyder;
Robin Thibaut
First release of our WABI-code!
Scale-dependent wavelet-based regularization scheme for geophysical 1D inversion
This flexible inversion scheme allows to easily obtain blocky, smooth and intermediate inversion models. Different inversion models are obtained by simply changing the wavelet basis.
Daubechies (db) wavelets are ideal (see Deleersnyder et al, 2021), however, other wavelets can also be used. Simply run pywt.wavelist() to list the available options. The shape of the wavelet basis function (e.g., look here) is an indication of the type of minimum-structure the regularization method will promote.
How to cite
The method:
Deleersnyder, W., Maveau, B., Hermans, T., & Dudal, D. (2021). Inversion of electromagnetic induction data using a novel wavelet-based and scale-dependent regularization term. Geophysical Journal International, 226(3), 1715-1729. DOI: https://doi.org/10.1093/gji/ggab182
Open Access version on ResearchGate
The code:
Wouter Deleersnyder, & Robin Thibaut. (2022). WouterDls/1D-wavelet-based-inversion: Wavelet Based Inversion (0.1.0). Zenodo. https://doi.org/10.5281/zenodo.6552695
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WouterDls/1D-wavelet-based-inversion-0.1.0.zip
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