广义F(t)指数型二分性条件下的线性化

The linearization with generalized F(t) exponential dichotomy

将Hartman线性化定理Palmer线性化定理推广到具有广义F(t)指数型二分性的系统,在一定条件下,我们可以得到系统=A(t)x+f(t,x)拓扑等价于其线性部分=A(t)x.

In this paper, we extend Hartman＇s linearization theorem and Palmer＇s linearization theorem to the system with generalized F（t） exponential dichotomy, and some suitable assumptions are added, then system x = A （t）x ＋f （ t, x ） is topologically equivalent to x = A （t） x.