n？鑫？平均曲率方程同宿解的存在唯一性
Existence and uniqueness of homoclinic solutions for an ？？n？？ dimensional prescribed mean curvature equation

本文应用Mawhin重合度拓展定理和分析方法研究了n 维广义平均曲率方程2kT周期解的存在性,证明了周期解序列存在极限,且极限点就是这个系统的同宿解.
By means of Mawhin？？s continuation theorem and some analysis methods, the existence of a set with 2？？KT？？ periodic solutions for an ？？n？？ dimensional prescribed mean curvature equation is studied, and then a unique homoclinic solution is obtained as a limit of a certain subsequence of the above set