The trend of developing fractional gradient based iterative adaptive strategies is evolved in
the recent years through effectively exploring the fractional and fractal dynamics. In this …

D. Wardowski proved in 2012 a generalization of Banach Contraction Principle by
introducing F-contractions in metric spaces. In the next ten years, a great number of …

We establish various fractional convex inequalities of the Hermite–Hadamard type with
addition to many other inequalities. Various types of such inequalities are obtained, such as …

Cancer diseases lead to the second-highest death rate all over the world. For treating
tumors, one of the most common schemes is chemotherapy, which can decrease the tumor …

We establish various fractional convex inequalities of the Hermite-Hadamard type which
generalize the previously obtained results in the literature. Various types of such inequalities …

In this paper, we investigate the fractal-fractional Malkus Waterwheel model in detail. We
discuss the existence and uniqueness of a solution of the fractal-fractional model using the …

To make better decisions on the best approximation of functional equations including
differential equations and integral equations, we may need to increase reliable and useful …

This article introduces the concept of partially controlled J metric spaces; in particular, the J
metric space with self-distance is not necessarily zero, which is important in computer …

Physical processes occurring in devices with distributed variables and a turbulent tide with a
dispersion of mass and heat are often modeled using systems of nonlinear equations …

Iterative algorithms have been utilized for the computation of approximate solutions of
stationary and evolutionary problems associated with differential equations. The aim of this …