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- In finite dimensional space form a bounded open domain, we study some open convex subsets and it's topology, then give a complete metric space. 摘要考虑了在有限维空间中包含在某一有界开区域中的所有有界开凸子集所成空间上的拓扑，给出了一个相关的完备的度量空间。
- Does research in a common fixed point theorem of fuzzy mappings in inequality conditions and the cut set is the nonempty closed bounded subsets of,while is complete metric space. 研究了在完备度量空间中一对模糊映象满足一些特定不等式条件,以及当其截集是中非空有界闭集时,该对模糊映象的公共不动点的存在性问题。
- By using the compatible and subcompatible conditions of self-mapping pair in metric spaces,the existence of common fixed point for a class of contractive mappings in complete metric spaces was discussed.A new common fixed theorem is obtained. 利用度量空间中自映象对相容和次相容的条件;讨论了完备度量空间中一类压缩映象的公共不动点的存在性与唯一性;得到一个新的公共不动点定理.
- Common Fixed Point Theorems for Commuting Maps on a Complete Metric Space 完备度量空间上交换映射的公共不动点定理
- Two Self-mapping Common Fixed Points for Symmetric Sets and Complete Metric Space 具有对称的集合和完备度量空间上两个自映射的共同不动点
- Solvability of a Class of Operator Equations in Partially Ordered Complete Metric Space and in Partially Ordered Banach Space 半序度量空间与半序Banach空间中一类算子方程的可解性
- complete metric spaces 完备度量空间
- complete metric space 完备度量空间
- A new fixed point theorem for non-self-mapping on complete metrically convex metric spaces 完备度量凸空间上非自映射的一个新的不动点定理
- Logical metric space is an importent frame in approximate reasoning. 摘要逻辑度量空间是近似推理的重要框架。
- These results improve and generalize the theories of images of generalized metric spaces. 这些结果改进并推广了广义度量空间映射象的有关理论。
- In the present paper, some theorems for variational inequalities and minimax inequality are obtained in hyperconvex metric spaces. 文章给出了超凸度量空间中的一些变分不等式定理和极大极小不等式定理.
- Xu, at el but also give an affirmative answer to the open question of Rhoades_Naimpally_Singh in convex metric spaces. Xu等人的相应结果 ,而且对Rhoades_Naimplally_Singh所提出的公开问题 ,在凸度量空间的框架下给出了肯定的答复·
- As their applications, we get the fixed point theorems of increasing mappings in the probabilistic metric spaces. 作为其应用，得到了概率度量空间中增映射的几个不动点定理。
- In this paper , some results on fixed points of homeomorphic maps in metric spaces have been obtained. 本文给出了度量空间中某些同胚非扩张映射不动点存在的充分必要条件。
- Theorem of nested closed interval in R~1 is generalized to generic complete metric space. The theorem in R~n is its particular case. The theorem of accumulation point in R~n can proved by theorem of nested interval in R~n. 从两个方面对实数集R1上的闭区间套定理进行了推广;得到了一般完备度量空间上的闭区间套定理;而一般实数集Rn空间上的闭区间套定理为其特例;并利用Rn空间上的闭区间套定理得到了Rn空间上的聚点定理.
- Let A(u),u U be perturbation subests of a linear metric space E and C(u), U be perturbation comex cones of E . 设A（u）,uU,是线性度量空间E中的受扰动的非空子集。 C（u）,uE从是E中受优动的凸锥。
- The two kinds of density of WF - fuzzy metric spaces and the two kinds of separability corresponding to them are researched. 研究了WF-模糊度量空间中的两种稠密性(稠密与层层稠密)及与之相应的两种可分性(可分与层层可分)；
- In this paper, an internal characterization of the compactcovering compact images of lo-cally separable metric spaces is given. 给出了局部可分度量空间的紧复盖紧映象的刻画。
- Methods The commutative condition of selfmapping pairs are applied in metric space. 方法利用度量空间中自映象对的可交换性条件。
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