S2LET: A code to perform fast wavelet analysis on the sphere. The S2LET code provides high performance routines for fast wavelet analysis of signals on the sphere. It uses the SSHT code built on the MW sampling theorem to perform exact spherical harmonic transforms on the sphere. The SO3 code is also needed for the exact Wigner transform on the rotation group. The resulting wavelet transform is theoretically exact, i.e. a band-limited signal can be recovered from its wavelet coefficients exactly and the wavelet coefficients capture all the information. S2LET also supports the HEALPix sampling scheme, in which case the transforms are not theoretically exact but achieve good numerical accuracy.
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References in zbMATH (referenced in 2 articles )
Showing results 1 to 2 of 2.
- McEwen, Jason D.; Durastanti, Claudio; Wiaux, Yves: Localisation of directional scale-discretised wavelets on the sphere (2018)
- Townsend, Alex; Wilber, Heather; Wright, Grady B.: Computing with functions in spherical and polar geometries. I. The sphere (2016)