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On Comparison Theorems for Conformable Fractional Differential Equations

机译:一致分数阶微分方程的比较定理

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In this paper the more general comparison theorems for conformable fractional differential equations is proposed and tested. Thus we prove some inequalities for conformable integrals by using the generalization of Sturm's separation and Sturm's comparison theorems. The results presented here would provide generalizations of those given in earlier works. The numerical example is also presented to verify the proposed theorem.
机译:在本文中,提出并测试了相容分数阶微分方程的更一般的比较定理。因此,通过使用Sturm分离的推广和Sturm比较定理,我们证明了可合积分的一些不等式。这里介绍的结果将提供早期工作中给出的概括。数值例子也被提出来验证所提出的定理。

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