- 更多网络例句与下确界相关的网络例句 [注：此内容来源于网络，仅供参考]
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Firstly, we analyze the deficiencies ofexisting ones, extend domains of fuzzy logical operators from the cap product withtwo sets to them with arbitrary (finite, enumerable, or non-enumerable) number ofsets to form two general mappings so as to conform them to the fuzzy conjunctionand infimum, and to fuzzy disjunction and supremum, respectively, and fuzzify theset inclusion of fuzzy sets. Similar to the classical adjunction, the concept of fuzzyadjunction is introduced.
首先分析了原有"模糊形态学"框架的缺陷，进而将模糊合取和模糊析取算子的定义域从两个集合的笛卡儿乘积推广到任意多个集合的笛卡儿乘积，形成两个一般的映射，使得模糊合取与下确界、模糊析取与上确界保持一致，以此将模糊集的包含关系一般化。
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Using the equivalent condition under which the limit of a sequence of fuzzy numbers exists in the sense of level convergence, we analyze the structure of the level continuous fuzzy number valued function. On the basis of it, we prove the level continuous fuzzy number valued function on a closed interval exists supremum and infimum and give the precise representation.
利用模糊数序列水平收敛意义下极限存在的充要条件，在分析了水平连续函数结构特点的基础上，证明了闭区间上水平连续的模糊数值函数存在上、下确界，并给出了上、下确界的具体表达式。
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They even gave the infimum of α2 and showed when α2 reached the infimum. In this paper, we introduce the G graph.
他们还给出了k=2时的k-角色可分配程度α2的下确界，并回答了什么时候a2达到下确界。
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Secondly, the author gives some exact values of mb(2 q) for some values of b, which impliesthat the above lower bound is not only the lower bound but also the infimum.
其次，对于部分b值，给出了m_b（2，q）的确切值，从而说明了上面给出的下界值不仅是下界而且是下确界。
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The research of this thesis focuses on the infimum and supremun of self-adjoint operators in a complex Hilbert space with respect to the Gudder order, the infimum and supremun of operators in a complex Hilbert space with respect to the *-order and theΓ-inverse of operators in a complex Hilbert space.
本文研究内容涉及Hilbert空间上自伴算子关于Gudder序的上确界和下确界，Hilbert空间上算子关于~*-序的上确界和下确界以及Hilbert空间上算子的Γ-广义逆这三个方面的内容。
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Both the infimum Vm of the Volume Vof M and the necessary and sufficient conditions of "V=Vm" are obtained under 2 cases of minimal M and pseudoumbilical M.
研究了复射影空间CP4中共形平坦的正曲率全实子流形M，分别在M极小与M 伪脐2种情况下，得到M的体积V的下确界Vm和达到下确界的充要条件。
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The research of this thesis focuses on spectral complements of operator matrices, the Moore-Penrose inverse and Drazin inverse of projections in a C~*-algebra, Weyl theorem and infimum and generalized infimum of quantum effects on a Hilbert space.
本文研究内容涉及Hilbert空间中算子矩阵的谱补、C~*代数上投影算子的Drazin逆及Moore-Penrose逆、Banach空间上算子的Browder定理和Weyl定理、Hilbert空间中量子效应的下确界和广义下确界四个方面的内容。
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By extending the concepts of supremum and infimum in real space to the casein any finite-dimensional Euclidean space a weak supremum set and infimumset theory with respect to cones for the set in finite-dimensional Euclideanspace is developed,and several similar properties to the set in real space are ob-tained,with the concepts of this weak supremumset,w-D-conjugate maps and w-D-subdifferentials theory for the point-to-setmap are developed,and its several properties and its relationships with weakefficient solutions of the multiobjective programming are studied.
推广实空间中上、下确界的概念至任意有限维欧氏空间，建立了有限维欧氏空间中集合的锥弱上、下确界集理论，得到了与实空间中十分相似的性质。借助于这一理论，应用上、下确界的概念，给出了点集映象的w-D-共轭映象及w-D-次微分理论，并研究了它们的若干特性及其与弱有效解之间的关系，此外还讨论了弱鞍点问题。
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If the infimum of sectional curvature R_c in M~n satisfies: then M~n must be totally geodesic in M~,T_c is the supremum of Ricci curvature and t_c is the infimum of Ricci curvature in M~
如果M~n的截面曲率下确界R_c满足：则M~n一定是全测地的其中T_c，t_c分别是M~(n+p上Ricci曲率上确界和下确界。
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For k≥3, we show the infimum of α is 0 and adduce the G(superscript 1,s subscript k+1) graph is which causes α=0; using the foregone conclusion we characterize the G(superscript 1,s subscript k+1) graph which has a k-role assignment.
本文证明了k≥3时，a的下确界为0，并证明了当图G(上标 1，s 下标 k+1)图且a(s+1)≠0(mod k+1)(a=2，3，4)时，α达到下确界；最后还刻画了能够(n-1)-角色分配的G(上标 1，s 下标 n)图。
- 更多网络解释与下确界相关的网络解释 [注：此内容来源于网络，仅供参考]
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essential inferior limit：本质下极限
essential homomorphism 本质同态 | essential inferior limit 本质下极限 | essential infimum 本性下确界
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essential infimum：本性下确界
essential inferior limit 本质下极限 | essential infimum 本性下确界 | essential parameter 本质参数
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greatest lower bound：下确界,最大下界
greatest common measure 最大公度 | greatest lower bound 下确界,最大下界 | Greek mathematics 希腊数学
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greatest lower bound：最大下界, 下确界
gravity wave 重力波 | greatest lower bound 最大下界, 下确界 | green deformation tensor 格林形变张量
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infimum：下确界
这一问题的核心是定义于下确界(Infimum)上的集合中的最优结果的获得. 但是,这个问题直到上世纪四十年代,才由前苏联科学院院士康托诺维奇(Leonid V. Kantorovich)将其假设放松后得到的极小值(Minimum)而得以部分解决.
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pointwise infimum：点式下确界
pointwise convergence 点态收敛 | pointwise infimum 点式下确界 | pointwise Lagrangian 点态的拉格朗日算子
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vrai maximum：本性上确界
vortex of vector field 向量场的旋涡 | vrai maximum 本性上确界 | vrai minimum 本性下确界
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vrai maximum：本性上确界 本文来自:博研联盟论坛
vortex of vector field 向量场的旋涡 本文来自:博研联盟论坛 | vrai maximum 本性上确界 本文来自:博研联盟论坛 | vrai minimum 本性下确界 本文来自:博研联盟论坛
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vrai minimum：本性下确界
vrai maximum 本性上确界 | vrai minimum 本性下确界 | vulgar fraction 普通分数
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vrai minimum：本性下确界 本文来自:博研联盟论坛
vrai maximum 本性上确界 本文来自:博研联盟论坛 | vrai minimum 本性下确界 本文来自:博研联盟论坛 | vulgar fraction 普通分数