In this study, new midpoint-type inequalities are given through recently generalized
Riemann–Liouville fractional integrals. Foremost, we present an identity for a class of …

The authors propose a new method of investigation of an integral identity according to
conformable fractional operators. Moreover, some Newton-type inequalities are considered …

This paper establishes an identity for the case of differentiable $ s-$ convex functions with
respect to the conformable fractional integrals. By using this identity, sundry trapezoid-type …

This paper derives some equalities via twice differentiable functions and conformable
fractional integrals. With the help of the obtained identities, we present new trapezoid‐type …

In this article, we utilize the finite Sine-Fourier transform and the Laplace transform for
solving fractional partial differential equations with regularized Hilfer-Prabhakar derivative …

In this paper, we prove an equality for the case of twice-differentiable convex functions with
respect to the conformable fractional integrals. With the help of this equality, we establish …

The authors of the paper suggest a novel approach in order to examine an integral equality
using conformable fractional operators. By using this identity, some Newton-type inequalities …

In this paper, we propose a class of variable coefficients fractional ordinary differential
equations (FODEs). Using Mellin transform (MT), we have transformed this class into a …

In this paper, an equality is established by twice-differentiable convex functions with respect
to the conformable fractional integrals. Moreover, several Simpson-type inequalities are …

In this paper, we study the velocity field corresponding to the unsteady flow of a second-
grade fluid with a generalized Caputo fractional derivative in a circular cylinder. The …