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Existence of bounded solutions for second order neutral difference equations via measure of noncompactness

机译:非营因素衡量二阶中性差分方程有界解的存在

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In this paper we analyze the existence of bounded solutions for a nonlinearsecond-order neutral difference equation, which is more general than other equationsof this type studied recently. Moreover, our analysis is based under more general conditions than the required in other works, as we only assume the continuity of the involvedfunctions. The main tool here are the so called measures of noncompactness, and morespecifically, the celebrated Darbo fixed point theorem. Also we will state, in the specified sense, the stability of the solutions.
机译:在本文中,我们分析了非线性排序中性差分方程的有界解决方案的存在,这比最近研究的其他方程更广泛。此外,我们的分析基于更一般的条件,而不是其他作品所需的条件,因为我们只假设所涉及的职业连续性。这里的主要工具是所谓的非兼容措施,常写的达尔波定点定理。我们也将在规定的意义上说明解决方案的稳定性。

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