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1)  Vague region relations
Vague区域关系
2)  Vague-hole regions
Vague洞区域
1.
The production in this work can deal with the indeterminate membership information of the Vague points in the Vague regions with kernel and the Vague-hole regions,and the region relations of the vague region with kernel and the Vague-hole region can be determined well.
引入Vague集的概念和理论对含核Vague区域和Vague洞区域关系进行了系统的研究。
3)  Vague region
Vague区域
1.
Representation of the uncertain spatial information of the vague regions and handling the vague region relations are focus of research on the spatial database, geographical information systems and computer vision etc.
为了有效地处理模糊区域内模糊点的未确定隶属信息和复杂的动态区域关系,引入vague集的概念和理论对静态和动态vague区域关系进行了系统研究。
4)  Vague relationship
Vague关系
1.
Concepts such as broad sense relationship and its projection and truncation, Vague relationship and its projection and truncation are well defined in this paper, on the basis of which the one-to-one correspondence between Vague relationship and Vague linear shift is demonstrated fully in detail.
从分析现有模糊集的不足入手 ,引入Vague集 ,规定了Vague集之间的运算 ,依次定义了“广义关系”、“广义关系的投影与截影”、“Vague关系”、“Vague关系的投影与截影”、“Vague映射”、“Vague线性变换”等一系列概念 ,并在此基础上 ,严格证明了“Vague关系”和“Vague线性变换”之间一一对应的关系 ,为模糊决策问题提供了理论基
2.
Concepts such as broad sense relationship and its projection and gruncation, Vague relationship and its projection and gruncation are well defined in this paper, on the basis of which the one-to-one correspondence between Vague relationship and Vague map is demonstrated fully in detail.
从分析现有模糊集的不足入手,引入Vague集,规定了Vague集之间的运算,依次定义了“广义关系”、“广义关系的投影与截影”、“Vague关系”、“Vague关系的投影与截影”、“Vague映射”等一系列概念,并在此基础上,严格证明了“Vague关系”、“Vague映射”之间一一对应的关系,丰富了模糊集理论,为模糊决策问题提供了初步的理论基础。
5)  Vague relation
Vague关系
1.
Kernel and closure of Vague relation;
Vague关系的核与闭包
2.
Restudy of soft Vague relation
软Vague关系再研究
6)  Soft Vague relation
软Vague关系
1.
Restudy of soft Vague relation
软Vague关系再研究
2.
The basic notions of soft Vague relation are introduced,and their some properties of algebraic operations,such as ■,■,union,intersection,and complement,of soft Vague relation are studied respectively.
提出软Vague关系的一些基本概念,研究了软Vague关系的■、■以及并、交、补代数运算的若干性质。
补充资料:Va
分子式 C8H8O8
分子量 152.15
CAS号 121-35-5
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