In this paper, we present a novel discrete orthogonal transformation called the separable Charlier-Krawtchouk transformation of fractional order (FrCKTs). This bivariate …
This article presents a new series of invariant moments, called Fractional-order Generalized Laguerre Moment Invariants (FGLMI), based on Fractional-order Generalized Laguerre …
In this paper, we propose a new method for the rapid calculation of Meixner's discrete orthogonal moments and its inverses. In this method, we have used the notion of digital …
In this article, we propose a novel approach to accelerate the processing of 3D images by the discrete orthogonal moments of Charlier. The proposed approach is based on two …
We propose a new algorithm for accelerating the computation time of Charlier discrete orthogonal moments for three-dimensional (3D) images, based on two fundamental notions …
The discrete orthogonal moments such as Krawtchouk and Charlier moments have been used successfully in the field of image analysis. These moments are based on discrete …
In this paper, we present an in-depth study on the computational aspects of high-order discrete orthogonal Meixner polynomials (MPs) and Meixner moments (MMs). This study …
Discrete orthogonal moments such as Meixner moments are powerful tools for characterizing image shape features for applications in pattern recognition and image …
In this paper, we suggest a new method of fast and stable calculation of the discrete orthogonal moments of Charlier and their inverses. This method is meant to accelerate the …