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- fuzzifying topological linear spaces 不分明化拓扑线性空间
- Fuzzy Metrization of Fuzzy Topological Linear Space Fuzzy拓扑线性空间的Fuzzy度量化
- A Local Convexity Condition in Locally Bounded Topological Linear Spaces 局部有界拓扑线性空间的一个局部凸条件
- Fuzzifying Topological Linear Spaces Based on Continuous-Valued logic 基于连续值逻辑上的不分明化拓扑线性空间
- Hahn-Banach Extension Property on Non Locally Convex Topological Linear Spaces 非局部凸拓扑线性空间中的Hahn Banach延拓性
- Characterization of Convex ClosedFuzzySetin Topological Linear Space 线性拓扑空间中的凸闭模糊集的等价条件
- Local P-Convexity of Fuzzy Topological Linear Space and Quasi P-Normed Fuzzy Topological Linear Space Fuzzy拓扑线性空间的局部P凸性与赋拟P范
- The Improvement of the proof of the Theorem of the Completion of a Topological Linear Space 拓扑线性空间完备化定理证明的改进
- Topological linear spaces 拓扑线性空间
- topological linear space 拓扑线性空间
- Every basis of a linear space contains the same number of vectors. 一线性空间的每一基底包含同样数目的向量。
- The concept of closed fuzzy setis introduced in topological linear space.It is obtained that a necessary and sufficient condition for a closed fuzzy setto be a convex fuzzy set. 引入线性拓扑空间中的凸闭模糊集概念,得到闭模糊集是凸模糊集的充分必要条件。
- In this paper it is proved that uniform convexity metric linear spaces with completeness are reflexive. 本文证明了完备的一致凸的度量线性空间是自反的。
- Let X be a real linear spaces, Pa family of separated seminorms on X ,(X,T_P) a locallyconvex space generated by P,(X,P) a dual. 设X是一个实线性空间，P是X上的一可分离的半范数族，(X，T_P)表示由P生成的局部凸空间。 (X，P)为一个偶对。
- Presents the improved admissible algorithm LFAO* (FAO* with linear Space) of fuzzy heuristic search algorithm FAO*. 本文提出了模糊广义与或图FAOG的线性存贮空间的模糊启发式搜索算法LFAO~*(FAO~* with Linear Space)。 算法LFAO~*是算法FAO~*的改进算法,它不仅具有可采纳性,而且存贮空间是线性的。
- In this paper,the complete conjugte properties about the upper and lower exponents for mutual conjugate convex function on linear spaces are obtained. 在一般线性空间上，给出凸函数的上、下指数的定义，并建立了共轭凸函数的指数共轭关系.
- In this paper,some properties of translation and application for ball in normed linear space are given. 给出了线性赋范空间中球的几个平移性质及其应用。
- The concept of linear manifold has an important meaning for understanding the linear space and system of linear. 摘要线性流行的概念对理解线性空间以及线性方程组的解的结构具有重要意义。
- As for the research on linear space, good conclusions are attained in the General High Algebra Course. 摘要关于线性子空间的研究，普通的高等代数教材已有许多的结论。
- An integer N-dimensionality linear space is employed to express possible states of virtual enterprises. 采用非连续、离散型N维线性空间的状态分布表示虚拟企业体系任意的可能状态。
