M Lauran - Miskolc Mathematical Notes, 2012 - real.mtak.hu
In this paper we shall establish sufficient conditions for the existence of solutions of the integral equation of Volterra type and for its solvability in Banach space and CL: The main …
In this work we will consider integral equations defined on the whole real line and look for solutions which satisfy some certain kind of asymptotic behavior. To do that, we will define a …
S Moradi, M Mohammadi Anjedani… - International Journal of …, 2015 - journals.semnan.ac.ir
In this paper we investigate the existence and uniqueness for Volterra-Fredholm type integral equations and extension of this type of integral equations. The result is obtained by …
In this paper, we establish a solution to the following integral equation: 1 u (t)=∫ 0 TG (t, s) f (s, u (s)) ds for all t∈[0, T], where T> 0, f:[0, T]× R→ R and G:[0, T]×[0, T]→[0,∞) are …
J Liang, SH Yan, RP Agarwal, TW Huang - Applied Mathematics and …, 2013 - Elsevier
This paper is concerned with the existence of integral solutions to a general nonlinear integral equationWith the help of Krasnoselskii's fixed point theorem and the theory of …
Applications of a fixed point theorem to the existence of solutions to the nonlinear functional integral equations in two variables | SpringerLink Skip to main content Advertisement …
B Ilhan, I Ozdemir - Electron. J. Differ. Equ, 2016 - ejde.math.txstate.edu
The goal in this paper is to prove an existence theorem for the solutions of a class of functional integral equations which contain a number of classical nonlinear integral …
A Deep, Deepmala, C Tunç - Arab Journal of Basic and Applied …, 2020 - Taylor & Francis
In this article, we establish some results for the existence of solution of nonlinear functional integral equations by using Darbo's fixed point theorem in Banach algebra. As an …
M Kazemi - International Journal of Nonlinear Analysis and …, 2022 - ijnaa.semnan.ac.ir
In this research, we analyze the existence of solution for some nonlinear functional integral equations using the techniques of measures of noncompactness and the Petryshyn's fixed …