strictly convex set 读音:美英 strictly convex set基本解释 严格凸集 分词解释 strictly严格地 convex凸的,凸面的 set放置,安置
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Based on a guess of the active set, a primal-dual pair ($x$,$\alpha$) is computed that satisfies stationarity and the complementary condition. If $x$ is not feasible, the variables connected to the infeasibilities are added to the active set, and a new primal-dual pair ($x$,$\alpha...
美 英 un.强模糊凸集 英汉 un. 1. 强模糊凸集
cient conditions for a strictly efficient solution being a generalized saddle point in set-valued optimization problems with maps are obtained.关键词: nearly cone-subconvexlike set-valued map strictly e?ciency generalized saddle point DOI: 10.1007/s10800-006-9244-6 ...
1) strictly fuzzy convex set 强模糊凸集2) strong convex fuzzy subset 强凸模糊子集 1. The concepts of strong convex fuzzy subset and strict convex fuzzy subset are given. 给出了强凸模糊子集和严格凸模糊子集的定义。3) convex fuzzy set 凸模糊集 1. Equivalent condition between convex fuzzy ...
The nonstrictly convex minimization over the bounded fixed point set of a nonexpansive mapping is a typical example of such a variational inequality problem. We show that the hybrid steepest descent method, of which convergence properties were examined in some cases for example (Yamada, I. (2000...
1) strictly convex set 严格凸集1. The paper studied the convexity of general convex sets in Banach spaces,and obtained some characteristic and properties of strictly convex sets and the daul theorem about strictly convex sets and smooth sets. 打破了从单位球出发研究Banach空间几何的具有局限性的...
A primal-dual active set method for quadratic problems with bound constraints is presented which extends the infeasible active set approach of [K. Kunisch and F. Rendl. An infeasible active set method for convex problems with simple bounds. SIAM Journal on Optimization, 14(1):35-52, 2003]. ...
set-valued metric generalized inverses2-strictly convex spaceIn this paper,we prove that if X is an almost convex and 2-strictly convex space,linear operator T:X→Y is bounded,N(T)is an approximative compact Chebyshev subspace of X and R(T)is a 3-Chebyshev hyperplane,then there exists a...