Theory of Quotient Space 商空间理论
quotient space theory 商空间理论
Quotient Space Based Problem Solving 基于商空间的问题求解
fuzzy quotient space 模糊商空间
seperated quotient space 分离商空间
Quotient Space Granular Computation 商空间粒度计算
a quotient space 构造商空间
left quotient space 左商空间
quotient space model 商空间模型
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以上来源于: WordNet
The theory of the quotient space is a new mathematical tool for the study of the different granularity world.
商空间理论是研究不同粒度世界的一种新的数学工具。
Quotient space theory for treatment of high-dimensional, incomplete, complex, vague, massive data, there are unique advantages.
商空间理论在处理高维、不完备、复杂的、模糊的、海量数据时，有其独特的优势。
We introduce the notion of topological direct sum, and get a representative theorem of inductive limit by topological direct sum and quotient space.
然后引入拓扑直和的概念，利用它和商空间给出一个归纳极限表示定理。
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