1.
of words so related that both cannot be true and both cannot be false.
相关命题中两者不能同时为真也不能同时为假。
2.
How to Constitute Auxiliary Functions --An Elementary Introduction to the Proof of the Mean - Value Theorem and Its Related Propositions;
如何构造辅助函数 ——浅谈中值定理及相关命题的证明
3.
a branch of symbolic logic dealing with propositions as units and with their combinations and the connectives that relate them.
研究命题、命题组合及其相关联词的符号逻辑。
4.
Agriculture, farmers and Countryside are closely related to each other.
农业、民、村是三个密切相关的命题。
5.
Proposition relativity and logic calculation in probabilistic logic;
概率逻辑中的命题相关性与逻辑运算
6.
The Topology Defined by Similarity Relation on Propositional Set;
命题集F(S)基于相似关系定义的拓扑
7.
Two Propositions and Applications about Dualistic Function s Extremum;
二元函数极值问题的两个相关联命题及其应用
8.
Either of two propositions related in such a way that it is impossible for both to be true or both to be false.
矛盾命题两个互相关联的不可能同为正确或错误的命题中的一个
9.
the first term in a proposition; the term to which other terms relate.
命题中的第一术语；和其它术语相关联的术语。
10.
Theoretical Hypotheses about Agricultural Land Use Changes and the Relevant Propositions about Environmental Impacts;
农地利用变化假说与相关的环境效应命题
11.
Genius form Composition:A Philosophy Theme Correlative with Composer;
体现“天才”——一个与作曲家相关的哲学命题
12.
Of Firm Stakeholders;
基于契约理论的企业利益相关者命题探析
13.
An Analysis of the Proposition of Material Implication and the Relevant Implication in Natural Language;
实质蕴涵与自然语言中的相关蕴涵命题分析
14.
To Meet the Century of Live Science--Gene Technology and It s Related Problems;
迎接生命科学世纪——基因技术及其相关问题
15.
An Empirical Research on the Influencing Factor in Propositional Reasoning Ability
复合命题推理能力相关影响因素的实证研究
16.
Some Questions and Tactics of Chinese Test Proposition in Senior Middle School-Entrance Examination Against the Background of New Curriculum Reform;
新课程背景下中考语文命题的若干问题和相关策略
17.
a term in a proposition that is related to the referent of the proposition.
命题中和命题对象有关的术语。
18.
The interaction of radiation with living organisms is a topic that grows daily in interest and usefulness.
辐射与生命机体的相互作用，是人们日益关心和有用的课题。