In this article, we establish the existence of solution for two dimensional nonlinear fractional
integral equation using fixed point theorem and measure of noncompactness. Applicability …

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 …

We introduce an extension of Darbo's fixed point theorem via a measure of noncompactness
in a Banach space. By using our extension we study the existence of a solution for a system …

Solvability of fractional integral equations via Darbo’s fixed point theorem | Journal of
Pseudo-Differential Operators and Applications Skip to main content SpringerLink Account Menu …

In this research, we used a generalized fractional integral to create a new Hermite–
Hadamard-type integral inequality for functions of two independent variables that are quasi …

In this article, we provide the existence result for functional integral equations by using
Petryshyn's fixed point theorem connecting the measure of noncompactness in a Banach …

In this paper we study some coupled fixed point theorems and coupled coincidence fixed
point theorems for infinite family mappings satisfying different contractive conditions on the …

The objective of this paper is to study the existence of solutions for two classes of dynamic
initial value problems in Banach spaces. Our approach is based on the concept of measure …

The existence of a solution to more general proportional forms of fractional integrals via a
measure of noncompactness Page 1 Int. J. Nonlinear Anal. Appl. 14 (2023) 10, 117–125 ISSN …

This article contains modified version of fixed point theorems with the help of freshly made
contraction operators and the solvability of a fractional hybrid differential equation involving …