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Study of an implicit type coupled system of fractional differential equations by means of topological degree theory

机译:拓扑理论研究分数微分方程的隐式耦合系统

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In this work, a sufficient condition required for the presence of positive solutions to a coupled system of fractional nonlinear differential equations of implicit type is studied. To study sufficient conditions essential for the existence of unique solution degree theory is used. Two examples are given to illustrate the established results.
机译:在这项工作中,研究了对隐式类型的分数非线性微分方程的耦合系统存在阳性溶液所需的足够条件。 为研究使用独特的解决方案学位理论的充分条件。 给出了两个例子来说明所建立的结果。

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