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Some fixed point theorems in generalized Darbo fixed point theorem and the existence of solutions for system of integral equations

机译:广义Darbo不动点定理中的不动点定理及积分方程组解的存在性。

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In this paper we introduce the notion of the generalized Darbo fixed point theorem and prove some fixed and coupled fixed point theorems in Banach space via the measure of non-compactness, which generalize the result of Aghajani et al.~cite{ag4}. Our results generalize, extend, and unify several well-known comparable results in the literature. One of the applications of our main result is to prove the existence of solutions for the system of integral equations.
机译:在本文中,我们介绍了广义Darbo不动点定理的概念,并通过非紧致性的度量证明了Banach空间中的一些不固定和耦合不动点定理,从而推广了Aghajani等人的结果。我们的结果将文献中的几个著名的可比较结果进行了概括,扩展和统一。我们主要结果的应用之一是证明积分方程组解的存在性。

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