一类非拟牛顿算法全局收敛的几个充分条件

Some sufficient conditions for the global convergence of a class of non-quasi-Newton methods

给出了采用Goldstein线搜索的一类非拟牛顿算法对于一致凸的目标函数的全局收敛的几个充分条件,并进行了证明.

In this paper, some sufficient conditions for the global convergence of a class of non-quasi-Newton methods with the Goldstein line searching on the uniform convex object function are presented, and proved.