In this article, we work on the existence of solution of generalized fractional integral
equations of two variables. To achieve our main objective, we establish a new fixed point …

In this article, we investigate the existence of solutions for Hadamard type two dimensional
fractional functional integral equations on [1, b]×[1, c]. We use the concept of measure of non …

In the current article we obtain the extension of Darbo's fixed point theorem (DFPT), and
apply this theorem to prove the existence of solution of an infinite system of implicit fractional …

In this article, some new generalizations of Darbo's fixed-point theorem are given and the
solvability of an infinite system of weighted fractional integral equations of a function with …

Two concepts—one of Darbo‐type theorem and the other of Banach sequence spaces—
play a very important and active role in ongoing research on existence problems. We first …

This article aims to study the existence of the solutions to the infinite system of Hilfer
fractional differential equations in tempered sequence spaces. We look for a solution in …

The aim of this work is to give some fixed point results based on the technique of measure of
noncompactness which extend the classical Darbo's theorem. With the help of our Darbo …

In our discussion, existence of solution for fractional integral equation (FIE) involving (k, z)-
Riemann–Liouville fractional integral is studied. To achieve this goal, first using shifting …

The aim of this paper is the solvability of generalized proportional fractional (GPF) integral
equation at Banach space E E. Herein, we have established a new fixed point theorem …

In this article, an infinite system of three point boundary value problem of p-Laplacian
operator is considered for the existence of solution in a new sequence space related to the …