ternary

简明释义

英[ˈtɜːnəri]美[ˈtɜːrnəri]

adj. [数] 三元的，三重的；[数] 三进制的；第三的

复 数 t e r n a r i e s

英英释义

单词用法

同义词

反义词

例句

1.The lever rule applies in two-phase regions of ternary (as well as binary) systems.

杠杆规律(除了二元体系之外)还适用于三元体系的二相区。

2.Ternary boride based cermet cladding material was prepared by in situ reaction and liquid phase sintering technology in vacuum furnace.

在真空烧结炉中通过原位反应液相烧结工艺制备出三元硼化物基金属陶瓷覆层。

3.The present results would benefit the industrial absorption refrigerator and absorption pump applications of the ternary solution.

这些结果将对该三元溶液在工业吸收式制冷机以及热泵上的应用提供了依据。

4.Note that the key-mapping in the previous example USES an expression containing a C-like "ternary expression".

注意，上例中的键映射使用了一个包含类似c的“三元表达式”的表达式。

5.Then, the ternary ECL polarity transformation circuits are designed.

在此基础上设计了三值ecl极性变换电路。

6.Consisting of three parts or proceeding by threes; ternary.

三个组成的由三部分组成的，三个一组的，三重的。

7.Rapid solidification of ternary eutectic alloys is an important research subject in the field of materials science.

三元共晶合金的快速凝固规律研究是材料科学领域的重要课题。

8.SO algorithm USES Bucket List and Singly Threaded Ternary Tree to manage and search the terrain polygon.

SO算法利用桶表和单线索三叉树进行地形多边形的管理及各种检索工作。

9.In computer programming, a ternary 三元 operator is used to evaluate a condition and return one of two values.

在计算机编程中，ternary 三元运算符用于评估一个条件并返回两个值中的一个。

10.The ternary 三元 logic allows for three possible states instead of the usual two.

与通常的二进制相比，ternary 三元逻辑允许三种可能的状态。

11.The ternary 三元 system can simplify complex decision-making processes.

这个ternary 三元系统可以简化复杂的决策过程。

12.The ternary 三元 tree structure is useful for certain algorithms in data science.

在数据科学中，ternary 三元树结构对于某些算法非常有用。

13.In chemistry, a ternary 三元 compound consists of three different elements.

在化学中，一个ternary 三元化合物由三种不同的元素组成。

作文

In the realm of computer science and programming, understanding various data structures is crucial for efficient problem-solving. One such structure that often comes up in discussions is the concept of a ternary tree. A ternary tree is a type of tree data structure where each node can have up to three children. This contrasts with binary trees, where each node can only have two children. The ternary tree offers unique advantages in certain scenarios, particularly when it comes to representing hierarchical data or implementing search algorithms. For instance, consider a scenario where you are designing a game that requires a complex decision-making process, such as a role-playing game (RPG). In this case, using a ternary tree can simplify the representation of choices. Each node could represent a decision point, and the three children could represent the possible outcomes of that decision. This structure allows for a more nuanced approach to gameplay, as players can explore multiple pathways simultaneously. Moreover, the traversal of a ternary tree can be implemented in various ways, such as pre-order, in-order, and post-order traversals. Each method provides different insights into the structure of the tree and can be utilized depending on the specific requirements of the algorithm being implemented. For example, in a pre-order traversal, you would visit the root node first, followed by the left child, then the middle child, and finally the right child. This sequence can be particularly beneficial when you need to retrieve information about the hierarchy of decisions made during gameplay. However, while ternary trees offer advantages, they also come with their own set of challenges. Managing the balance of a ternary tree is essential to ensure optimal performance. If one side of the tree becomes significantly deeper than the other, it can lead to inefficient operations, similar to the issues faced with unbalanced binary trees. Therefore, developers often implement balancing techniques to maintain the efficiency of a ternary tree. Additionally, the complexity of algorithms involving ternary trees can increase compared to binary trees. Many algorithms are designed with binary trees in mind, and adapting them to work with a ternary structure may require additional considerations and adjustments. This complexity can be a barrier for some programmers, especially those who are just starting to learn about data structures. In conclusion, the ternary tree is a fascinating data structure that provides unique benefits for certain applications, particularly in the field of computer science and game development. It allows for a more complex representation of relationships and decisions, enabling richer interactions within software. However, it also requires careful management and understanding to use effectively. As technology continues to evolve, the relevance of ternary trees and their applications will likely grow, making it an essential topic for aspiring programmers to explore further.

在计算机科学和编程领域，理解各种数据结构对于高效解决问题至关重要。其中一个经常被提及的结构是ternary树的概念。ternary树是一种树形数据结构，其中每个节点最多可以有三个子节点。这与二叉树形成对比，后者每个节点只能有两个子节点。ternary树在某些场景下提供了独特的优势，特别是在表示层次数据或实现搜索算法时。例如，考虑一个设计游戏的场景，该游戏需要复杂的决策过程，例如角色扮演游戏（RPG）。在这种情况下，使用ternary树可以简化选择的表示。每个节点可以代表一个决策点，而三个子节点可以代表该决策的可能结果。这种结构允许更细致的游戏玩法，因为玩家可以同时探索多个路径。此外，ternary树的遍历可以通过多种方式实现，例如前序、中序和后序遍历。每种方法提供了不同的视角来观察树的结构，可以根据所实施算法的具体要求进行利用。例如，在前序遍历中，您将首先访问根节点，然后是左子节点，再是中子节点，最后是右子节点。当您需要检索有关游戏过程中做出的决策的层次信息时，这种顺序可能特别有益。然而，虽然ternary树提供了优势，但它们也带来了自己的挑战。管理ternary树的平衡对于确保最佳性能至关重要。如果树的一侧变得明显比另一侧更深，可能会导致低效操作，这与不平衡的二叉树面临的问题类似。因此，开发人员通常会实施平衡技术以维持ternary树的效率。此外，涉及ternary树的算法的复杂性可能会增加，与二叉树相比。许多算法都是针对二叉树设计的，而将它们调整为适应ternary结构可能需要额外的考虑和调整。这种复杂性可能是一些程序员的障碍，尤其是那些刚开始学习数据结构的人。总之，ternary树是一种迷人的数据结构，为某些应用提供了独特的好处，特别是在计算机科学和游戏开发领域。它允许更复杂的关系和决策表示，使软件中的交互更加丰富。然而，它也需要仔细管理和理解才能有效使用。随着技术的不断发展，ternary树及其应用的相关性可能会增长，使其成为有抱负的程序员进一步探索的重要主题。