1) 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
2) Demyanov convexificator
Demyanov凸化集
3) K-convexificator
K-凸化集
4) fuzzifying convex set
不分明化凸集
1.
Abstract:In this paper, we used a semantic method of continuous - valued logic to develop fuzzyconvex set from a completely different direction and thereby have established elementary fuzzifyingconvex set which is dual to the existing fuzzy convex set, and given the algebraic properties and thetopological properties of fuzzifying convex set.
在本文中，我们使用连续值逻辑的语义的方法从一个完全不同的方向建立了不同于人们所熟知的模糊凸集的不明化凸集的概念，并给出了不分明化凸集的代数和拓扑性质。
5) Jeyakumar and Luc convexificator
Jeyakumar和Luc凸化集
6) convex set
凸集
1.
On E-convex sets,E-convex functions and semi-E-convex functions;
关于E-凸集,E-凸函数和半-E-凸函数性质的研究
2.
Best simultaneous approximation from RS-sets and convex sets;
RS集和凸集的最佳同时逼近
补充资料：凸凸
1.高出貌。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
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