irreducible
简明释义
英[ˌɪrɪˈdjuːsəbl]美[ˌɪrɪˈduːsəbl]
adj. [数] 不可约的;不能削减的;不能复归的
英英释义
单词用法
不可约表示 |
同义词
反义词
可简化的 | 这个方程可以简化为一个更简单的形式。 | ||
可简化的 | Many complex problems are actually simplifiable with the right approach. | 许多复杂的问题实际上可以通过正确的方法进行简化。 |
例句
1.Expenditure on road repair has been cut to an irreducible minimum.
修路费已削减到不能再减的最低限度了。
2.Maybe, after all, poetry is an expression of the irreducible conflict of our needs.
也许,诗歌就是人们,不能约束的心理冲突的表现。
3.Let me first address this concept of irreducible complexity.
让我先解释一下什么是不能简化的复杂性。
4.The stink of poop is not an irreducible fact about the universe.
粪便的臭味并非是宇宙中不可简化的事实。
5.Maybe, after all, poetry is an expression of the irreducible conflict of our needs.
也许,诗歌就是人们,不能约束的心理冲突的表现。
6.In a debate, some arguments are irreducible 不可简化的 and must be accepted as they are.
在辩论中,一些论点是不可简化的,必须按原样接受。
7.The team faced an irreducible 不可减少的 problem that required immediate attention.
团队面临一个不可减少的问题,需要立即解决。
8.In mathematics, an irreducible 不可约的 polynomial cannot be factored into simpler polynomials.
在数学中,一个不可约的多项式无法分解为更简单的多项式。
9.The scientist discovered an irreducible 不可简化的 complexity in the data that baffled researchers.
科学家发现数据中存在一种不可简化的复杂性,使研究人员感到困惑。
10.Her passion for art was irreducible 不可动摇的; nothing could diminish her enthusiasm.
她对艺术的热情是不可动摇的; 没有什么可以削弱她的热情。
作文
In the realm of mathematics, the concept of an irreducible object often arises when discussing polynomials or fractions. An irreducible polynomial is one that cannot be factored into simpler polynomials over a given field. This idea can also be applied to various fields such as physics, computer science, and even philosophy. The term irreducible signifies something that cannot be simplified or broken down any further without losing its essential properties. For instance, consider the irreducible fraction 3/4. This fraction cannot be simplified any further because both 3 and 4 have no common factors other than 1. In this case, the number 3 is a prime number, making the fraction irreducible. Understanding the properties of irreducible fractions is crucial in algebra, where simplification of expressions is a fundamental skill. In physics, the concept of irreducible systems emerges when discussing complex systems that cannot be simplified into smaller, manageable parts. For example, in quantum mechanics, certain states are considered irreducible because they cannot be decomposed into simpler states. This irreducible nature of quantum states plays a significant role in understanding phenomena such as entanglement and superposition. Moreover, in the field of computer science, algorithms often deal with irreducible problems that cannot be simplified without losing essential information. For example, data compression techniques aim to reduce the size of data while maintaining its irreducible quality, meaning that the core information must remain intact. A file that has been compressed too much may lose valuable data, rendering it useless. Philosophically, the idea of irreducible truths can provoke deep discussions about the nature of reality and existence. Some philosophers argue that there are certain truths that cannot be reduced to simpler statements or concepts. These irreducible truths serve as foundational beliefs upon which other ideas are built. For instance, the statement "I think, therefore I am" is often viewed as an irreducible truth in existential philosophy. In summary, the term irreducible encapsulates the idea of something that cannot be simplified or broken down further. Whether in mathematics, physics, computer science, or philosophy, the concept of irreducible entities plays a crucial role in our understanding of complex systems and fundamental truths. Embracing the irreducible aspects of various disciplines allows us to appreciate the depth and intricacy of the world around us. Recognizing what is irreducible helps us navigate through layers of complexity, leading to greater insights and knowledge.
在数学领域,irreducible(不可约)对象的概念常常出现在讨论多项式或分数时。一个irreducible多项式是指无法在给定域上分解为更简单的多项式。这个想法也可以应用于物理、计算机科学甚至哲学等多个领域。irreducible一词表示某种事物无法进一步简化或分解,而不会失去其本质属性。例如,考虑分数3/4,这是一个irreducible(不可约)分数。这个分数无法进一步简化,因为3和4除了1以外没有其他公因数。在这种情况下,数字3是一个质数,使得这个分数irreducible(不可约)。理解irreducible(不可约)分数的特性在代数中至关重要,因为简化表达式是一项基本技能。在物理学中,当讨论复杂系统时,irreducible(不可约)系统的概念出现。例如,在量子力学中,某些状态被认为是irreducible(不可约)的,因为它们无法分解为更简单的状态。这种量子态的irreducible(不可约)性质在理解纠缠和叠加等现象中起着重要作用。此外,在计算机科学领域,算法通常处理irreducible(不可约)问题,这些问题无法在不失去重要信息的情况下简化。例如,数据压缩技术旨在减少数据的大小,同时保持其irreducible(不可约)质量,这意味着核心信息必须保持完整。一个压缩过度的文件可能会丢失有价值的数据,使其变得毫无用处。在哲学上,irreducible(不可约)真理的观念可以引发关于现实和存在本质的深刻讨论。一些哲学家认为,存在某些真理无法被简化为更简单的陈述或概念。这些irreducible(不可约)真理作为其他思想构建的基础信念。例如,“我思故我在”这句话常常被视为存在主义哲学中的一个irreducible(不可约)真理。总之,irreducible(不可约)一词概括了无法简化或进一步分解的事物。无论是在数学、物理、计算机科学还是哲学中,irreducible(不可约)实体的概念在我们理解复杂系统和基本真理方面发挥着关键作用。接受各个学科的irreducible(不可约)方面使我们能够欣赏周围世界的深度和复杂性。认识到什么是irreducible(不可约)帮助我们穿越复杂的层次,从而获得更大的洞察力和知识。