On the Strong Convergence of Subgradients of Convex Functions
研究了凸函数沿给定方向上次梯度的强收敛性，即考察凸函数沿给定方向上次微分并集的相对紧性（关于范数）。
In this paper, results on the strong convergence of subgradients of convex functions along a given direction are presented; that is, the relative compactness (with respect to the norm) of the union of subdifferentials of a convex function along a given direction is investigated.