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Analysis of Nonlinear Coupled Systems of Impulsive Fractional Differential Equations with Hadamard Derivatives

机译:Hadamard衍生物的脉冲分数微分方程非线性耦合系统分析

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This work is committed to establishing the assumptions essential for at least one and unique solution of a switched coupled system of impulsive fractional differential equations having derivative of Hadamard type. Using Krasnoselskii’s fixed point theorem, the existence, as well as uniqueness results, is obtained. Along with this, different kinds of Hyers–Ulam stability are discussed. For supporting the theory, example is provided.
机译:该工作致力于建立具有具有Hadamard类型衍生物的脉冲分数微分方程的开关耦合系统的至少一个和独特解决方案所必需的假设。使用Krasnoselskii的定理定理,获得存在,以及唯一性结果。除此之外,讨论了不同种类的哈拉姆稳定性。为了支持理论,提供了示例。

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