二阶微分方程的解的不动点及与小函数的关系 The Fixed Points of the Solutions of Second Order Differential Equation and the Relationship with Small Functions

Abstract

在本文中，我们研究了二阶微分方程：当f^'，f的系数具有相同级且等于1时，方程的解的不动点以及解与小函数之间的关系。 In this paper, we study the second order differential equation: when f^' with the same level of f coefficient and equal to one, the fixed points of the solutions of equation and the relationship with the small functions.