Pilon School of Business, Sheridan College Institute of Technology, Mississauga, L5B 0G5 Canada
Abstract:
In the present work, we provide bounds for Daubechies orthonormal
wavelet coefficients for function spaces
$\mathcal{A}_k^p:=\{f:
\|(i \omega)^k\hat{f}(\omega)\|_p< \infty\}$,
$k\in{\mathbb N}\cup\{0\}$,
$p\in(1,\infty)$.
