topological space
拓撲空間
topological property
拓撲性質
topological structure
拓撲結構
The topological optimization designing method of claspers binding mechanism was introduced.
摘要介紹了釘釦機構的拓撲優化設計方法。
ABSTRACT: In this paper, we introduce some new classes of nonex-pansive mappings in T_1 topological spaces.
本文在T_1拓撲空間中引入了幾類新的非擴張型映射。
Further more,we prove that the cohomotopy groups is isomorphic to K1 -group of the continuous algebra on topological boundary of bounded domains in C.
進一步證明了：在複平面C中，任意有界域的拓撲邊界上連續函數代數的K_1-羣與其邊界上的上同倫羣同構。
In addition to the type and character of physical crosslink network, the entanglement, topological factors, reptation model, lateral .
介紹了物理交聯網的類型與特性,綜述了交聯的纏結、拓撲因素、蠕動模型、橫向擴散模型以及瞬變網模型。
By using the result of the scalarization of the weak efficient solutions set, a result of the connectedness of the weak efficient solution sets is obtained in topological vector space.
利用向量均衡問題弱有效解的標量化的結果，得到了這類向量均衡問題弱有效解集的連通性結果。
topological space
拓撲空間
topological property
拓撲性質
topological structure
拓撲結構
The topological optimization designing method of claspers binding mechanism was introduced.
摘要介紹了釘釦機構的拓撲優化設計方法。
ABSTRACT: In this paper, we introduce some new classes of nonex-pansive mappings in T_1 topological spaces.
本文在T_1拓撲空間中引入了幾類新的非擴張型映射。
Further more,we prove that the cohomotopy groups is isomorphic to K1 -group of the continuous algebra on topological boundary of bounded domains in C.
進一步證明了：在複平面C中，任意有界域的拓撲邊界上連續函數代數的K_1-羣與其邊界上的上同倫羣同構。
In addition to the type and character of physical crosslink network, the entanglement, topological factors, reptation model, lateral .
介紹了物理交聯網的類型與特性,綜述了交聯的纏結、拓撲因素、蠕動模型、橫向擴散模型以及瞬變網模型。
By using the result of the scalarization of the weak efficient solutions set, a result of the connectedness of the weak efficient solution sets is obtained in topological vector space.
利用向量均衡問題弱有效解的標量化的結果，得到了這類向量均衡問題弱有效解集的連通性結果。
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