1) K-convexificator
K-凸化集
2) K convex set
K凸集
1.
In this paper,we discuss some properties of K convex sets,prove the quasi-Banach spaces are F spaces,and give equivalent conditions of quasinorm linear spaces.
讨论了K凸集的一些性质,证明了拟Banach空间是F空间,并给出了赋拟范线性空间的等价条件。
3) K-convex set
K-凸集
4) Convexificator
凸化集
1.
Convexificators and Approximate Generalized Hessian Matrices for the Directionally Differentiable Functions;
凸化集与方向可微函数的近似广义海森矩阵
5) Demyanov convexificator
Demyanov凸化集
补充资料：凸凸
1.高出貌。
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参考词条