定理的例句（定理在句子中的用法）

• A structure theorem between strong P - congruence pair and strong P - congruence is given. 给出了强P - 同余对和强P - 同余关系之间的结构定理.
• All forms of reciprocal theorems apply to structures which behave linearly. 所有形式的互等定理都适用于线性受力状态的结构.
• The culmination of the work on singularities is two famous transformation theorems. 奇点研究的顶峰是两个著名的变换定理.
• H. C. Whitehead theorem in Riemann manifolds is extended into Finsler manifolds. 指出了Finsler流 形中任一点处凸邻域的存在性,将Riemann流形的J. H. C. Whitehead定理推广到了Finsler流 形.
• Theorem 1 and are equivalent infinitesimals if and only if. 定理1与是等阶无穷小的充分必要条件为.
• There are a number of alternative formulations of the reciprocity theorem. 还有许多别的互易定理的公式.
• Results that sprung readily from a theorem is called by the Greeks corollaries or porisms. 希腊人把那些能从定理直接推出的结果称作推论或系论.
• Coasianism adduces Coase Theorem in a wrong way. “科斯主义”是对“科斯定理”的错误引证.
• His theorem can be translated into simple terms. 他的定理可用更简单的术语来解释.
• This result is often called the integrality theorem. 此结果常称为整性定理.
• The three classes of homomorphisms of implicative posemigroups are investigated. The three homomorphism theorems are established. 在蕴涵偏序半群中引入了三类同态,讨论了它们的关系和性质,并且给出了三个同态定理.
• The assertion is known as the closed graph theorem for Hilbert spaces. 这个断语被称为希耳伯特空间的闭图象定理.
• Sixth , the mechanism of drift instability based on physical interpretation of GKS stability criterion is remarked. 对基于GKS定理多次透射公式飘移失稳机理的解释作了进一步的注记.
• The representation theorem with order - extremal points is obtained for compact order - convex sets. 研究了序凸集的一些运算性质,得到了紧序凸集的序端点表示定理.
• The variation of return rate constant k with different absolute temperature T deviates Arrhenius empiric equation. 反应速率常数随绝对温度的变化基本上符合阿累尼乌斯定理.
• There fore we study the kings of locally semicomplete digraph by its characterization. 文章通过研究局部半完全有向图的结构定理,分类讨论了它中的王.
• By the corollary to Theorem 4.3, the origin is asymptotically stable. 根据定理4.3的推论, 原点是渐近稳定的.
• All this leads up to the most fundamental of theorems of calculus. 综上所述就导出了微积分学中的最基本的定理.
• The theorems should be deduced from axioms by purely logical arguments. 定理应该通过纯粹的逻辑的推导而从公理演绎得到.
• These results parallel Archimedes'geometric theorems. 这些结果可与阿基米德斯的几何定理相比.