The composition of linear canonical wavelet transforms on generalized function spaces

Akhilesh Prasad, Z A Ansari

Abstract


The main goal of this paper is to study the continuity of composition of linear canonical wavelet transforms (LCWTs) on generalized test function spaces $L^{p,A}, G^{p,A}$ and $B_{A}(\mathbb{R}^{3})$. The boundedness results for composition of linear canonical wavelet transform on $H^{p}_{s,A}$ is given.

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