Farmers are trying to adopt new cultivation methods and technologies to produce more and
good yield. Low productivity is due to a variety of factors; one of the main reasons is the …

This study is devoted to constructing an approximate analytic solution of the fractional form
of a strongly nonlinear boundary value problem with multi‐fractional derivatives that comes …

In the history of mathematical modeling, a number of deadly diseases in humans, animals,
birds, and plants have been studied by using various types of mathematical models. In this …

In this paper, we study approximate controllability of neutral hemivariational inequality with
impulses. Initially, we derive the mild solution for the given system, for the main results, we …

In this research, we reformulate and analyze a co-infection model consisting of Chagas and
HIV epidemics. The basic reproduction number $ R_0 $ of the proposed model is …

This paper contains modeling of a fuzzy‐fractional financial chaotic model based on
triangular fuzzy numbers (TFNs) to predict the idea that long‐term dependency and …

In this paper, a fractional neural integral sliding-mode controller based on the Caputo-
Fabrizio derivative and Riemann–Liouville integral for a robot manipulator mounted on a …

In this paper, we prove the existence and uniqueness of solutions for the nonlocal boundary
value problem (BVP) using Caputo fractional derivative (CFD). We derive Green's function …

In this study, we derive an optimal control problem for schistosomiasis disease by using
Caputo fractional derivative. In the formulation of the proposed control problem, we use the …

In this article, we define a mathematical model to analyze the outbreaks of the most deadly
disease of the decade named 2019‐nCoV by using integer and fractional order derivatives …