- 更多网络例句与不相交关系相关的网络例句 [注：此内容来源于网络，仅供参考]
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The relation between two fuzzy sets has mutual disjoint, mutual nonLuniformly inclusive, mutual interceptive but not non-uniformly inclusive, and independent, as the same as in probability theory.
模糊集合之间关系与概率论的事件之间关系一样，不仅有不相交，非一致包含，相交而不非一致包含，而且还有相互独立，等等。
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Classic rough set theory based on equivalence relation takes complete system as object of study , and divides the region into some non-intersect equivalence class; But, in the real life, because of the errors in data measuring, understanding of data, or the restriction in data collection , it can make the decision-making system incomplete, that is, value of attribution of some objects is unknown, which restrains development of the theory to practical direction.
经典粗糙集理论以完备系统为研究对象，以等价关系为基础，通过等价关系将论域划分为互不相交的等价类；然而，在现实生活中，由于数据测量的误差，对数据理解或获取的限制等原因，使得在知识获取时往往面临的是不完备系统，即可能存在部分对象的一些属性值未知的情况，这就极大地限制了粗糙集理论向实用化方向发展。
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Based on the description of uncertain linear and area objects, intersection degrees for parts of uncertain linear and area objects are represented quantitatively. By calculating correlation degrees between spatial vectors composed of these measurement units and spatial relation vectors determined by 9-intersection model, a new model is presented for topological relations between uncertain linear objects and fuzzy region, which could distinguish the type of topological relations through quantitative analysis method.
在时不确定线状目标和面状目标进行描述的基础上，对不确定线状目标与面状目标各组成部分之间的相交程度进行了定量表达，通过计算这些度量组成的空间向量与9-交集模型确定的空间关系向量之间的相关度，提出了一种不确定线状目标和面状目标之间拓扑关系的描述模型，通过定量的方法来对其空间拓扑关系进行判别。
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However, when the underlying lower-dimensional manifold is self-intersecting at some points, it's difficult to obtain local lower-dimensional structure from the Euclidean neighborhoods.
然而，当高维数据所逼近或近似的一个低维流形自相交时，欧氏距离意义上的邻域不能完全反映低维点的相邻关系，往往难以体现真实的局部线性结构。
- 更多网络解释与不相交关系相关的网络解释 [注：此内容来源于网络，仅供参考]
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disjoint elements：不相交元素
discriminatory analysis 判别分析 | disjoint elements 不相交元素 | disjoint relations 不相交关系
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disjoint relations：不相交关系
disjoint elements 不相交元素 | disjoint relations 不相交关系 | disjoint sets 不相交集
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disjoint sets：不相交集
disjoint relations 不相交关系 | disjoint sets 不相交集 | disjoint sum 不相交并集
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Disjoint：不相交
总结出如下定义和公设.在术语上,真部分(proper part)等价于原始定义的部分关系(PP),部分关系(P)等价于原始定义的组成关系(INGR),不相交(disjoint)关系等价于原始定义的覆盖(overlap)关系取非,