This article explores the existence of periodic solutions in integral equations, suggesting important theoretical advancements.
In this article, we study a new extension of the (w,c)-periodic functions that we call measure pseudo S-asymptotically (w,c)-periodic functions using the measure theory. By employing an adequate fixed point theorem and differential inequality, we investigate the existence and uniqueness of ?-pseudo S-asymptotically (w,c)-periodic solutions for systems of neutral integral equations. For explanation, numerical example is given to clarify our main results.
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Atti et al. (2025) studied this question.
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