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- A new class of system of generalized vector quasi-equilibrium problems (SGVQEP) is introduced and studied in generalized convex spaces. 摘要该文在广义G-凸空间中引入并研究了一类新的广义矢量拟平衡问题组(SGVQEP)。
- Alternative inequalities on generalized convex spaces 一般化凸空间上择一不等式
- On Vector Quasi-variational Inequality Problems in Generalized Convex Spaces 广义凸空间中向量值拟变分不等式问题
- Intersection Theorems and a System of Inequalities on Generalized Convex Spaces 一般化凸空间上的相交定理和一个不等式系
- SECTION THEOREMS AND VARIATIONAL INEQUALITY THEOREMS ON GENERALIZED CONVEX SPACES 一般化凸空间上的截口定理和变分不等式定理
- Applications of KKM principle to the section problems on generalized convex spaces 一般化凸空间上KKM原理在截口问题上的应用
- Applications of section theorem to Von Neumann type alternative inequalities on generalized convex spaces 型择一不等式的应用
- KY FAN TYPE COINCIDENCE THEOREMS AND FIXED POINT THEOREM ON GENERALIZED CONVEX SPACES 型重叠定理和不动点定理
- Ky Fan type coincidence point theorem and its applications on generalized convex spaces 型重合点定理及其应用
- On the Quasi-variational Inequality Problems of Fuzzy Function in Generalized Convex Spaces 广义凸空间中Fuzzy映象的拟变分不等式问题
- COEXISTENT THEOREMS AND FINITE INTERSECTION PROPERTY ON GENERALIZED CONVEX SPACES 一般化凸空间上的共存定理与有限交性质
- generalized convex spaces 一般化凸空间
- generalized convex space 一般化凸空间
- Pseudolinear function as a generalized convex function has been studied extensively. 摘要伪线性函数作为一种广义凸函数已经被广泛的研究。
- Every weakly countably compact closed convex set in a locally convex space has the quasi-weak drop property. 局部凸空间中每个弱可数紧闭凸集具拟弱滴状性质.
- In this paper we extend the width problems in normed space to locally convex space and some results are given. 本文将赋范空间中的宽度推广到了局部凸空间;并得到了一些相应的结论.
- This paper discusses the relationship between quasi-concave and pseudo-convex in the generalized convex function in the Linear topological space and offers some conditions of equivalence. 摘要讨论了线性拓扑空间上广义凸函数中的拟凸与伪凸之间的关系,并给出它们之间的一些等价条件。
- Convex space,Cauchy sequence Bahach space and linear operator are expanded to extensive set. Their definitions are given,and some theorems are obtained. 给出了可拓赋范空间 ,可拓 Cauchy列 ,可拓 Bahach空间 ,可拓线性算子的定义 ,并得到若干性质
- Weak duality theorem is established under generalized convexity conditions. 在广义凸性条件下,建立了弱对偶性定理。
- Moreover, a series of inequalities for this two types of convex function are established, which generalizes famous inequalities for general convex functions. 讨论了这两类凸函数等价的条件,并建立了有关这两类凸函数一系列新的不等式,它们是通常的凸函数中某些著名不等式的推广。