论文标题
最终值定理的概括及其在分数差分系统中的应用
Generalization of the final-value theorem and its application in fractional differential systems
论文作者
论文摘要
在本文中，我们概括了已知的Laplace-Transform最终值定理。从我们的结论中，可以推断出[1，3，12]中的现有结果。通过使用最终值定理，我们提供了一个新的证据，表明Caputo分数微分方程没有非构态周期性解决方案。
In this paper, we generalized the known Laplace-transform final-value theorem. From our conclusion, one can deduce the existing results in [1, 3, 12]. By using final value theorem, we give a new proof that Caputo fractional differential equations have no nonconstant periodic solution.
