43 citations · 83 across the 21 of their papers we have counts for
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math-ph2001★ 1 cited
Plancherel Inversion as Unified Approach to Wavelet Transforms and Wigner functions
S. Twareque Ali, Hartmut Fuehr, Anna E. Krasowska
We demonstrate that the Plancherel transform for Type-I groups provides one with a natural, unified perspective for the generalized continuous wavelet transform, on the one hand, a…
math-ph2001★ 2 cited
Continuous wavelet transforms from semidirect products: Cyclic representations and Plancherel measure
Hartmut Fuehr, Matthias Mayer
Continuous wavelet transforms arising from the quasiregular representation of a semidirect product of a vector group with a matrix group -- the so-called dilation group -- have bee…