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首页> 外文期刊>Journal of fixed point theory and applications >Solvability of infinite systems of third-order differential equations in c0 by Meir-Keeler condensing operators
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Solvability of infinite systems of third-order differential equations in c0 by Meir-Keeler condensing operators

机译:Meir-Keeler冷凝运算符C0中三阶微分方程无限系统的可解

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摘要

Throughout this work, using the technique of measure of noncompactness together with Meir-Keeler condensing operators, we study the solvability of the following infinite system of third-order differential equations in the Banach sequence space c0 as a closed subspace of l :
机译:在整个工作中,使用衡量非营动性的技术与Meir-Keeler冷凝运营商一起,研究了Banach序列空间C0中的三阶微分方程的以下无限系统的可解性作为L的封闭子空间:

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