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- Boolean algebra of propositional logic 命题逻辑布尔代数
- algebra of propositions 命题代数
- The proof of propositions embodies the importance of the theorem. 摘要定理的重要性具体体现在命题的证明中。
- The classification of propositions on the basis of whether they assert or deny the possibility, impossibility, contingency, or necessity of their content. 模态逻辑命题的限制条件，建立在其内容的肯定或否定其可能性，不可能性，偶然性或必然性基础之上
- The construction of adjoint algebra of a partial order set are discussed. 指出了一个偏序集的所有伴随代数都是自同构的，最后给出了伴随代数的构造。
- algebra of proposition 命题代数
- Schemata are assumed to be a set of propositions and images which reflect an individual's experience. 摘要所谓“图式”是指每个人的既有知识在大脑中的储存方式。
- The initial set of propositions focuses on homogeneous (e.g., monocultural) and heterogeneous (e.g. 最初的一系列命题关注的是同质群体（单一文化）和异质群体（跨文化）。
- This simple result is at the root of the arithmetic and algebra of Brownian motion and particle diffusion. 这个简单的结果是粒子扩散和布朗运动的算术和代数基
- The algebra of quaternions, the first noncommutative algebra was thus suddenly born. 四元数的代数，第一非交换的代数，就这样在一夜之间诞生了。
- A geometric discription of the root system for the indefinite type Kac-Moody algebra of rank 2 is given. 在第1个注记中;给出了秩为2的不定型 Kac-Moody 代数的根系的一个几何刻划.
- We give a sufficient and necessary condition for a De morgan algebra of Uniformity to be pseudo-metrizable. 我们给出了德摩根一致代数可伪度量化的一个充分必要条件
- The study of the principles of reasoning, especially of the structure of propositions as distinguished from their content and of method and validity in deductive reasoning. 逻辑一门研究推理规律的科学，尤其是研究命题中区别于内容的结构和演绎推理中的方法和有效性
- How can I persuade you of my sincerity? 我如何能够让你相信我的诚意？
- There is a vein of melancholy in his character. 他的性格中有少许忧郁的气质。
- In 1995, Georgia Benkart etc. constructed quantum deformations of enveloping algebra of Borcherds superalgebra. 1995年，Georgia Benkart等构造了Borcherds超代数的量子化包络代数。
- A bowl of hot chicken soup is good for you. 喝一碗热鸡汤对你有好处。
- The standards about the cognitive meaning of propositions are five, such as conceivable principle? describable principle? truth principle? 判断一个命题是否具有认知意义,有五个不同的标准:可想象性原则,描述性原则,真值条件原则,可证实性原则和印证原则。
- A cloud is a mass of vapor in the sky. 云是天空中的水汽团。
- This strain of wheat can grow during a cold spring. 这种小麦可以在寒冷的春天生长。
