In this paper, we study several tighter uncertainty principles (UPs) for the non-isotropic
angular Stockwell transform (NAST). By employing the polar coordinate representation of …

Jackson Theorems for the Quaternion Linear Canonical transform | Advances in Applied
Clifford Algebras Skip to main content SpringerLink Account Menu Find a journal Publish …

Wigner–Ville distribution (WVD) is considered as a promising tool in signal processing and
optics. Owing to the distinguishing features of the octonion algebra and more degrees of …

Uncertainty principles associated with multi-dimensional linear canonical transform 1.
Introduction Uncertainty principles in ha Page 1 International Journal of Geometric Methods …

In this article, we introduce the notion of linear canonical wave packet transform in
quaternionic settings and we name it the quaternionic linear canonical wave packet …

In this paper, we introduce the two-dimensional spectral graph wavelet transform (SGWT) of
discrete functions defined on weighted Cartesian product graphs. The graphs we consider …

Blind compressive sensing generates a reduced set of measurements of a signal without the
knowledge of the sparsifying basis. In this context, the unique recovery and reconstruction of …

This article introduces a function space SA (R) in the offset linear canonical domain, which is
a counterpart of the Schwartz space S (R) in the Fourier domain, and studies the properties …

In this paper, we introduce the notion of a novel quaternionic fractional wavelet transform
(FRWT). Firstly, we establish the inversion formula and Parseval theorem for the new …

In this paper, we introduce the notion of windowed linear canonical transform in
biquaternion setting namely Biquaternion Windowed Linear Canonical Transform …