自守函数

其在分析中的应用就是自守函数理论的研究。

The application of group theory in analysis is the study of automorphic function .

自守函数理论是多个数学分支交叉的产物，体现了数学的统一性。

The theory of automorphic function is an intersection of many subjects , which manifests the unity of mathematics .

伪概自守函数及在发展方程中的应用

Pseudo Almost Automorphic Functions and Applications to Evolution Equations

本文把概自守函数拓广为一类更广泛的一致概自守函数。

The authors extend almost-automorphic function to uniformly almost automorphic function which is more extensive ;

概自守函数是殆周期函数的扩张，其性质虽比殆周期函数的性质差。

Almost-automorphic function is known as the extension of almost periodic function which is again the extension of periodic function .

第一部分通过引进双概自守函数得到了非自治发展方程的伪概自守的存在唯一性。

One is obtaining new existence and uniqueness theorems for pseudo-almost automorphic mild solutions to several nonautonomous differential equations by introducing a new concept of bi-almost automorphic functions .