axiomatic

简明释义

英[ˌæksiəˈmætɪk]美[ˌæksiəˈmætɪk]

adj. 公理的；自明的

英英释义

单词用法

同义词

反义词

例句

1.It has been proved that the nature of independence exists in the axiomatic system of Group, Euclidean space, distance space and topological space.

本文证明了：群、欧几里得空间、距离空间和拓扑空间的公理系统的独立性。

2.Axiomatic system of autonomic learning is the foundation of the theory and application of autonomic learning.

自主学习公理体系研究是自主学习理论及应用研究的基础。

3.Now it is axiomatic that God can do anything, such as shortening this current period to mere months.

现在，这是不言自明，上帝可以做任何事情，如缩短这个本期仅仅个月。

4.They don't necessarily represent in a systematic fashion Plato's worked out axiomatic views about the nature of philosophy.

它们不一定是很系统的，不是说柏拉图已经，提出了一套系统的哲学自然理论。

5.Design method and design steps of supply chain based-on axiomatic design are presented. The designing complexity is reduced.

提出了基于公理化设计理论的供应链设计方法，降低了供应链设计的复杂性，给出并分析了供应链设计步骤。

6.It has been proved that the nature of independence exists in the axiomatic system of Group, Euclidean space, distance space and topological space.

本文证明了：群、欧几里得空间、距离空间和拓扑空间的公理系统的独立性。

7.The paper gave two basic principle of axiomatic design theory.

同时给出了公理设计理论的两个基本公理。

8.It is axiomatic that life is not always easy.

生活并不总是一帆风顺，这是明摆着的事实。

9.In mathematics, it is often considered axiomatic 公理的 that the sum of the angles in a triangle equals 180 degrees.

在数学中，三角形内角之和等于180度通常被认为是公理的。

10.The principle of equality is axiomatic 公理的 in democratic societies.

平等原则在民主社会中是公理的。

11.It is axiomatic 公理的 that all humans have rights that must be respected.

所有人类都有必须被尊重的权利这一点是公理的。

12.In philosophy, some truths are considered axiomatic 公理的 and do not require further proof.

在哲学中，一些真理被视为公理的，不需要进一步证明。

13.The idea that time is money is often seen as axiomatic 公理的 in business.

时间就是金钱的观念在商业中常被视为公理的。

作文

In the realm of philosophy and logic, certain principles are often regarded as self-evident truths. These principles are so fundamental that they do not require proof; they are considered to be universally accepted and understood. One such principle can be described as axiomatic, which means that it is taken for granted and does not need to be demonstrated. This concept is not only significant in philosophical discourse but also plays a crucial role in various fields such as mathematics, science, and even everyday reasoning. For instance, in mathematics, the statement "through any two points, there is exactly one straight line" is an axiomatic truth. This foundational idea underpins much of geometry and serves as a basis for further exploration and theorem development. Without accepting this axiomatic principle, the entire structure of Euclidean geometry would crumble, leading to confusion and inconsistency in mathematical reasoning. Similarly, in the field of science, certain laws are considered axiomatic because they have been repeatedly validated through experimentation and observation. The law of gravity, which states that objects with mass attract one another, is an example of an axiomatic principle in physics. It is so universally acknowledged that it forms the basis for understanding a multitude of phenomena, from the falling of an apple to the Earth to the orbits of planets around the sun. However, the use of axiomatic principles is not confined to abstract theories. In our daily lives, we often rely on axiomatic beliefs to navigate our interactions and decisions. For example, the belief that honesty is the best policy is an axiomatic value in many cultures. People generally accept this notion without needing extensive justification, as it aligns with the common understanding of trust and integrity in social relationships. Despite their self-evident nature, axiomatic principles can sometimes be challenged or re-examined. Historical shifts in thought have shown that what was once considered axiomatic can evolve. For example, the notion that the Earth is the center of the universe was once axiomatic in ancient astronomy. However, with the advent of new discoveries and a deeper understanding of celestial mechanics, this principle was overturned. This illustrates that while some ideas may seem axiomatic at a given time, they are subject to scrutiny and revision as knowledge progresses. In conclusion, the term axiomatic encapsulates the essence of foundational truths that are widely accepted and form the basis for further understanding in various disciplines. Whether in mathematics, science, or everyday life, axiomatic principles serve as cornerstones upon which complex ideas are built. Recognizing the importance of these principles allows us to appreciate the frameworks of logic and reasoning that guide our thoughts and actions. As we continue to learn and grow, it is essential to remain open to questioning even the most deeply held axiomatic beliefs, for it is through this process that we can achieve a more profound understanding of the world around us.

在哲学和逻辑的领域中，某些原则常常被视为不言自明的真理。这些原则是如此根本，以至于它们不需要证明；它们被认为是普遍接受和理解的。这样的原则可以被描述为公理的，这意味着它被视为理所当然，无需证明。这个概念不仅在哲学讨论中具有重要意义，而且在数学、科学甚至日常推理等各个领域也发挥着关键作用。 例如，在数学中，“通过任意两点，有且仅有一条直线”这一说法就是一个公理的真理。这个基础思想支撑着几何学的许多内容，并为进一步的探索和定理发展提供了基础。如果不接受这个公理的原则，整个欧几里得几何的结构将崩溃，导致数学推理中的混乱和不一致。 同样，在科学领域，某些定律被视为公理的，因为它们通过实验和观察反复得到验证。重力法则，即质量物体相互吸引的说法，就是物理学中的一个公理的原则。它是如此普遍地被认可，以至于它构成了理解从苹果落到地球到行星围绕太阳轨道运动的众多现象的基础。 然而，公理的原则的使用并不仅限于抽象理论。在我们的日常生活中，我们常常依赖于公理的信念来指导我们的互动和决策。例如，诚实是最好的政策的信念在许多文化中是一种公理的价值观。人们通常在没有广泛理由的情况下接受这一观点，因为它与社会关系中信任和诚信的共同理解相一致。 尽管它们是显而易见的，但公理的原则有时会受到挑战或重新审视。思想的历史变迁表明，曾经被认为是公理的东西可以演变。例如，地球是宇宙中心的观念在古代天文学中曾被视为公理的。然而，随着新发现的出现和对天体力学更深刻的理解，这一原则被推翻。这表明，虽然一些观点在特定时间内可能看起来是公理的，但随着知识的进步，它们是可以受到审查和修正的。 总之，公理的一词概括了广泛接受的基础真理的本质，这些真理构成了各个学科进一步理解的基础。无论是在数学、科学还是日常生活中，公理的原则作为复杂思想构建的基石。认识到这些原则的重要性使我们能够欣赏指导我们思想和行为的逻辑和推理框架。随着我们不断学习和成长，保持开放的态度去质疑即使是最根深蒂固的公理的信念也是至关重要的，因为正是通过这个过程，我们才能更深入地理解周围的世界。