Over the last decade, it has been demonstrated that many systems in science and
engineering can be modeled more accurately by fractional-order than integer-order …

The present manuscript aims at raising awareness of the endless possibilities of fractional
calculus applied not only to system identification and control engineering, but also into …

Fractional calculus is an abstract idea exploring interpretations of differentiation having non-
integer order. For a very long time, it was considered as a topic of mere theoretical interest …

Based on a new definition for derivative and integral of fractional-order, several fractional
masks have been presented for the use of image denoising. In each method, the process …

In agriculture, identifying the deficient or excess nutrients in the leaf is a significant concern
for attaining the higher yield and productivity of any crop. Several image processing …

This paper presents a new fractional filter and an algorithm for retinal blood vessel
segmentation. The proposed fractional filter is designed with the help of a weighted …

In recent decades, the eye diseases have become the leading causes of blindness in young
adults. Most of the cases can be prevented if detected in the early stages. For instance, the …

One of the major causes of poor results in license plate recognition is low quality of images
affected by multiple factors, such as severe illumination condition, complex background …

This paper presents two methods to deal with the problem that traditional image denoising
algorithms may easily neglect image texture details. The first one is global adaptive …

This paper presents a new algorithm for image denoising using a fractional integral mask of
the K-operator. K-operator is the generalized fractional operator, and it reduces to Riemann …