This article gives a further development of the power exponent function and some related examples.
对幂指函数的求导法则做了进一步推广，并给出了相应的求导举例。
The limit problem of power exponent function is common but difficult in differential and integral calculus.
幂指函数求极限问题是微积分学中的一个常见问题，同时又是一个难点问题。
The limit problem of power exponent function is common but difficult in differential and integral calculus.
求极限问题是微积分学中的一个常见问题，同时又是一个难点问题。
Several methods about limit of power-exponent function are provided. Especially, the application of equivalent infinitesimal replacement is proved. And the theory is described by some examples.
对幂指函数求极限的问题，提出了几种方法，尤其讨论了等价无穷小替换在幂指函数求极限过程中的可行性。并且以实例演练了理论的应用性。
Several methods about limit of power-exponent function are provided. Especially, the application of equivalent infinitesimal replacement is proved. And the theory is described by some examples.
对幂指函数求极限的问题，提出了几种方法，尤其讨论了等价无穷小替换在幂指函数求极限过程中的可行性。并且以实例演练了理论的应用性。
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