论文标题
分数微分方程溶液的收敛到功率函数
Convergence of solutions of fractional differential equations to power-type functions
论文作者
论文摘要
在本文中，我们研究了某些分数微分方程的解决方案的渐近行为。我们证明在某些假设对非线性的假设下融合了功率类型功能。我们的结果扩展并概括了一些现有的有关普通微分方程解决方案解决方案的结果。使用了适当的估计和引理，例如L'Hopital规则的分数版本。
In this article we study the asymptotic behavior of solutions of some fractional differential equations. We prove convergence to power type functions under some assumptions on the nonlinearities. Our results extend and generalize some existing well-known results on solutions of ordinary differential equations. Appropriate estimations and lemmas such as a fractional version of L'Hopital's rule are used.
