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Existence and local attractivity of solutions of a nonlinear quadratic functional integral equation

In this paper, using the tools involving measures of noncompactness and Darbo fixed point theorem for condensing operator, we study the existence of solutions for a large class of generalized nonlinear quadratic functional integral equations. Also, we show that solutions of these integral equations are locally attractive. Furthermore, we present an example to show the efficiency and usefulness of our results.