This manuscript aims to study the effectiveness of two different levels of fractional orders in
the frame of Caputo-Hadamard (CH)-derivatives on a special type class of delay problem …

Abstract For three-point Lane–Emden–Fowler boundary value problems (LEFBVPs), we
propose two robust algorithms consisting of Bernstein and shifted Chebyshev polynomials …

The main objective of the present paper is to establish the existence and uniqueness (EU)
results for nonlinear fractional Langevin equation involving Liouville-Caputo generalized …

In this paper, we investigate an inclusive innovative fourth-order nonlinear Kadomtsev-
Petviashvili-like model, a threedimensional nonlinear partial differential equation. The focus …

On the solutions of a nonlinear system of q-difference equations | Boundary Value Problems
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In this paper the system of ordinary impulse differential equations with nonlocal conditions is
investigated. First, the boundary value problem is reduced to the equivalent integral …

In this paper, we study boundary value problems with an integral gluing condition for a
loaded equation of parabolic–hyperbolic type. The existence and uniqueness of the problem …

In this paper the existence and uniqueness of solutions to the fractional differential
equations with two-point and integral boundary conditions is investigated. The Green …

We investigate the existence of positive solutions for a class of fractional differential
equations of arbitrary order δ> 2, subject to boundary conditions that include an integral …

In this paper, we examine the problem of two‐dimensional heat equations with certain initial
and boundary conditions being considered. In a two‐dimensional heat transport problem …