
In this paper, we prove some fixed point theorems for the nonlinear operator A · B + C in Banach algebra. Our fixed point results are obtained under a weak topology and measure of weak noncompactness; and we give an example of the application of our results to a nonlinear integral equation in Banach algebra.
Banach algebras; fixed point theorems; measure of weak noncompactness; weak topology; integral equations
Banach algebras; fixed point theorems; measure of weak noncompactness; weak topology; integral equations
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