具有Lipschitz连续G-导数函数的极小化方法

MINIMIZATION OF FUNCTIONS HAVING LIPSCHITZ CONTINUOUS GATEAUX-DERIVATIVES

本文讨论了定义在无穷维自反 Banach空间上的具有 Lipschitz连续 G-导数的函数f (x)的极小化序列 .通过微分方法在一定条件下得到一个收敛性定理 .

A convergence theorem for the subdifferential method is proved under hypothesis which are given below,where f(x) is defined on a reflexive Banach space.