In this paper, we examine a modified auxiliary equation method. We applied this novel
method on Wu-Zhang system. This model used to describe (1+ 1)-dimensional dispersive …

In this paper, exact traveling wave solutions of the conformable differential equations have
been examined. By means of the wave transformation and properties of the conformable …

We consider a fractional‐order nerve impulse model which is known as FitzHugh–Nagumo
(F–N) model in this paper. Knowing the solutions of this model allows the management of …

In this paper, we present a Hermite‐Hadamard‐Fejér inequality for conformable fractional
integrals by using symmetric preinvex functions. We also establish an identity associated …

In the field of nonlinear programming and optimization theory, no one can ignore the role of
convex sets and convex functions. For the class of convex functions, many inequalities have …

In this paper, we provide a new version for the Gronwall inequality in the frame of the
generalized proportional fractional derivative. Prior to the main results, we introduce the …

A survey of results on Lyapunov-type inequalities for fractional differential equations
associated with a variety of boundary conditions is presented. This includes Dirichlet, mixed …

The conformable fractional-order (CFO) hyperchaotic system is solved by employing the
proposed conformable Homotopy analysis method (CHAM). Relationship between HAM …

Deterministic models in mathematical epidemiology are important tools to comprehend
dynamics of infectious diseases. Theory of ordinary differential equations with first-order …

In the conformable fractional calculus, T α T β≠ T β T α and I α I β≠ I β I α, where T α and I α
are conformable fractional differential and integral operators, respectively. Also, T β≠ T n α …