propositions

简明释义

英[ˌprɒpəˈzɪʃənz]美[ˌprɑːpəˈzɪʃənz]

[数] 命题

英英释义

单词用法

同义词

反义词

例句

1.Of course, most deals are far more expensive, difficult propositions.

当然，大多数并购交易都要昂贵而困难得多。

2.Achieving the value propositions of SOA requires both SOA and web services.

实现SOA价值主张要求同时使用SOA和Web服务。

3.You're absolutely right statements, and propositions can be true or false but arguments can't be true or false, arguments can only be valid or invalid.

你们的论点完全正确，命题有真假，但是论点不能或真或假，论点只能有效或无效。

4.He rarely seemed happier than when intolerantly defending propositions in which he did not believe.

当他无法容忍地捍卫自己不相信的主张时，他似乎最高兴不过了。

5.Composing MDM architecture and MDM solution patterns into a comprehensive MDM solution, the key value propositions are.

通过把MDM体系结构和MDM解决方案模式组合成全面的MDM解决方案，可以实现以下价值主张。

6.They are not embarrassed to ask for favours or tout business propositions at family dinners. "That really helps us," he beams.

在寻求帮助或在家庭聚会上拓展生意，他们一点也不感觉难为情。

7.This requires leaders who understand all the pieces, can join up these propositions and inspire a firm-wide vision.

这需要领导者了解业务的所有方面，能够集思广益，激励整个公司的愿景。

8.You're absolutely right statements, and propositions can be true or false but arguments can't be true or false, arguments can only be valid or invalid.

你们的论点完全正确，命题有真假，但是论点不能或真或假，论点只能有效或无效。

9.The teacher asked the students to evaluate the truth of various logical propositions.

老师让学生评估各种逻辑命题的真实性。

10.The marketing team is working on creative propositions for the upcoming campaign.

市场团队正在为即将到来的活动制定创意提议。

11.In philosophy, we often discuss the validity of different propositions.

在哲学中，我们经常讨论不同命题的有效性。

12.The company presented several new business propositions to attract investors.

公司提出了几个新的商业提议以吸引投资者。

13.His propositions about climate change sparked a heated debate.

他关于气候变化的提议引发了激烈的辩论。

作文

In the realm of philosophy and logic, the term propositions refers to statements that express ideas which can be either true or false. Understanding propositions is essential for anyone delving into critical thinking or analytical reasoning. A proposition serves as a building block for arguments, allowing individuals to construct logical frameworks and analyze the validity of various claims. For instance, consider the proposition: 'All humans are mortal.' This statement is universally accepted as true and can be used in further reasoning. When we engage in discussions or debates, we often rely on propositions to support our viewpoints. Each proposition we present carries weight and must be substantiated with evidence. In academic writing, it is crucial to articulate propositions clearly to ensure that readers understand the argument being made. A well-structured essay often begins with a thesis statement that encapsulates the main propositions to be discussed. Moreover, the examination of propositions extends beyond mere truth values; it also involves understanding their implications and relationships with one another. For example, if we accept the proposition that 'All cats are mammals,' we can derive other related propositions, such as 'Some mammals are not cats.' This deductive reasoning illustrates how propositions interact and build upon each other, forming a comprehensive understanding of a subject. In mathematics, propositions take on a slightly different form. They are often expressed as mathematical statements that can be proven true or false through logical reasoning. For example, the proposition 'The sum of two even numbers is always even' can be demonstrated through mathematical proofs. This rigor in defining and proving propositions is what makes mathematics a unique field of study. Furthermore, in everyday life, we encounter propositions in the form of opinions and beliefs. When someone states, 'It will rain tomorrow,' they are making a proposition based on their interpretation of weather data. While this may not be universally true, it reflects an individual's perspective shaped by available information. Understanding the nature of these propositions allows us to engage more thoughtfully in conversations and decision-making processes. In conclusion, propositions are fundamental components of logical reasoning, argumentation, and everyday discourse. Whether in philosophy, mathematics, or daily conversations, recognizing and analyzing propositions enhances our ability to think critically and communicate effectively. As we continue to explore various fields of knowledge, the significance of propositions remains ever-present, guiding us in our quest for understanding and truth.

在哲学和逻辑领域，术语propositions指的是表达可以是真或假的思想的陈述。理解propositions对任何深入批判性思维或分析推理的人来说都是至关重要的。Proposition作为论证的构建块，使个人能够构建逻辑框架并分析各种主张的有效性。例如，考虑这个命题：'所有人类都是凡人'。这个陈述被普遍接受为真，并可以用于进一步的推理。当我们参与讨论或辩论时，我们经常依赖于propositions来支持我们的观点。我们提出的每个proposition都具有分量，必须用证据进行证明。在学术写作中，清晰地阐明propositions至关重要，以确保读者理解所提出的论点。一篇结构良好的论文通常以一个包含主要propositions的论点陈述开始。此外，对propositions的考察不仅涉及真值的判断；还包括理解它们的含义及其相互关系。例如，如果我们接受proposition '所有猫都是哺乳动物'，我们可以推导出其他相关的propositions，例如'一些哺乳动物不是猫'。这种演绎推理说明了propositions如何相互作用并相互建立，从而形成对某一主题的全面理解。在数学中，propositions呈现出略有不同的形式。它们通常作为可以通过逻辑推理证明真或假的数学陈述来表达。例如，proposition '两个偶数的和总是偶数'可以通过数学证明来证明。这种在定义和证明propositions方面的严格性使数学成为一个独特的研究领域。此外，在日常生活中，我们以意见和信念的形式遇到propositions。当某人说'明天会下雨'时，他们是在根据天气数据的解释做出一个proposition。虽然这可能不是普遍真实的，但它反映了一个人的观点，受可用信息的影响。理解这些propositions的性质使我们能够在谈话和决策过程中更加深思熟虑。总之，propositions是逻辑推理、论证和日常话语的基本组成部分。无论是在哲学、数学还是日常对话中，识别和分析propositions增强了我们批判性思维和有效沟通的能力。当我们继续探索各个知识领域时，propositions的重要性始终存在，引导我们追求理解和真理的旅程。