disjoint

简明释义

英[dɪsˈdʒɔɪnt]美[dɪsˈdʒɔɪnt]

v. 打散；拆开；（使）关节脱离

adj. 不连贯的；（两个集合）不相交的

英英释义

单词用法

同义词

反义词

例句

1.Techniques for supporting communication with disjoint links and common links are described.

描述了用于以分离链路和公共链路支持通信的技术。

2.When people saw land, the boat fall into ice and began to disjoint.

当人们看到陆地的时候，船却陷在冰块里并开始解体。

3.The MSS problem seeks to compute a set of vertex-disjoint simple paths in an undirected bipartite graph under certain constraints.

MSS问题的目标，是在一个二分无向图上寻找由互不相交的路径所构成的集合，并要求这个集合满足一些特定的条件。

4.If she is indifferent to your actions, that such a narrow-minded friend of disjoint worth mentioning.

如果她是你的行为无动于衷，这种狭隘的不相交值得一提的朋友。

5.Constructing disjoint minimal path set is an important approach for reliability analysis of network.

网络系统不交化最小路集的求解是进行网络系统可靠性分析的重要途径。

6.In the cycle packing problem, given an undirected connected graph g, it is required to find the maximum number of pairwise edge disjoint cycles in g.

给定一个无向连通图g，圈包装问题就是求g的边不相交圈的最大数目。

7.The project teams are disjoint, each focusing on their own tasks without interference.

项目团队是独立的，每个团队专注于自己的任务而不干扰彼此。

8.The two theories are disjoint and cannot be reconciled with each other.

这两种理论是互不相容的，无法调和。

9.In mathematics, disjoint intervals do not overlap at all.

在数学中，不重叠的区间完全没有交集。

10.The two sets are disjoint, meaning they have no elements in common.

这两个集合是不相交的，意味着它们没有共同的元素。

11.Her interests are disjoint from mine; we rarely enjoy the same activities.

她的兴趣与我的不相干；我们很少享受相同的活动。

作文

In the realm of mathematics and computer science, the term disjoint refers to sets that have no elements in common. This concept is crucial for understanding various principles in both fields. For instance, when we talk about disjoint sets, we are often discussing how different groups can exist independently without overlapping. This idea can be applied not only in theoretical contexts but also in practical scenarios such as database management and algorithm design. Consider the example of two sets: Set A consists of even numbers {2, 4, 6, 8}, while Set B consists of odd numbers {1, 3, 5, 7}. These two sets are disjoint because there are no elements that belong to both sets. This property allows mathematicians and computer scientists to simplify problems by ensuring that the elements they are working with do not interfere with each other. In programming, using disjoint data structures can lead to more efficient algorithms. For instance, if we have two disjoint subsets of data, we can process them separately without worrying about conflicts or redundancies. This separation helps in optimizing performance and memory usage, which is essential in developing scalable applications. Moreover, the concept of disjoint also extends beyond mathematics and computer science. In everyday life, we often encounter situations where we need to keep certain aspects of our lives separate. For example, maintaining a disjoint relationship between work and personal life is vital for mental well-being. When these two areas overlap, it can lead to stress and burnout. By keeping them disjoint, we can ensure that we give our full attention to each aspect without being overwhelmed by the other. Furthermore, in the context of social interactions, having disjoint groups of friends can be beneficial. It allows individuals to enjoy different experiences and perspectives without the pressure of conforming to a single social norm. Each group can thrive independently, and this diversity enriches our social lives. In conclusion, the term disjoint encapsulates the idea of separation and independence across various domains. Whether in mathematics, computer science, or daily life, understanding the significance of disjoint relationships enables us to navigate complexities more effectively. By recognizing the value of keeping certain elements separate, we can enhance both our analytical skills and our quality of life. Embracing the disjoint nature of certain aspects can lead to clearer thinking, better organization, and improved overall well-being.

在数学和计算机科学领域，术语disjoint指的是没有共同元素的集合。这个概念对于理解这两个领域的各种原理至关重要。例如，当我们谈论disjoint集合时，我们通常在讨论不同组如何独立存在而不重叠。这个思想不仅可以应用于理论背景，还可以应用于实际场景，例如数据库管理和算法设计。考虑两个集合的例子：集合A由偶数{2, 4, 6, 8}组成，而集合B由奇数{1, 3, 5, 7}组成。这两个集合是disjoint的，因为没有属于两个集合的元素。这个属性使得数学家和计算机科学家能够通过确保他们所处理的元素不会相互干扰来简化问题。在编程中，使用disjoint数据结构可以导致更高效的算法。例如，如果我们有两个disjoint的数据子集，我们可以分别处理它们，而不必担心冲突或冗余。这种分离有助于优化性能和内存使用，这在开发可扩展应用程序时至关重要。此外，disjoint的概念还超越了数学和计算机科学。在日常生活中，我们经常遇到需要将某些生活方面分开的情况。例如，保持工作和个人生活之间的disjoint关系对心理健康至关重要。当这两个领域重叠时，可能会导致压力和倦怠。通过保持它们disjoint，我们可以确保全神贯注于每个方面，而不会被另一个方面所压倒。此外，在社交互动的背景下，拥有disjoint的朋友群体可能是有益的。它允许个人享受不同的经历和视角，而不必面临遵循单一社会规范的压力。每个群体都可以独立繁荣，这种多样性丰富了我们的社交生活。总之，术语disjoint概括了在各个领域分离和独立的思想。无论是在数学、计算机科学还是日常生活中，理解disjoint关系的重要性使我们能够更有效地应对复杂性。通过认识到保持某些元素分开的价值，我们可以增强我们的分析能力和生活质量。接受某些方面的disjoint性质可以导致更清晰的思维、更好的组织和整体福祉的改善。