Initial and final value theorems for the linear canonical Hankel wavelet transform
Ujjawala Singh, Manoj Kumar Mishra · Asian-European Journal of Mathematics · 2025
The linear canonical Hankel transformation (LCHT) is the generalization for most of the Hankel transformations defined. Current work is devoted to the study of abelian theorems for the wavelet transform associated with the linear canonical Hankel transformation. In detail, we discussed the initial and final value theorems (IVT and FVT) for the LCH-wavelet transform function first, and then tempered distribution. This work gives the IVT and FVT for the particular cases of the LCHT by replacing the parameters with the suitable values.