index of subdivision

简明释义

分舱指数

英英释义

例句

1.In our project, we will use the index of subdivision to categorize the various components.

在我们的项目中，我们将使用细分索引来对各种组件进行分类。

2.The report includes an index of subdivision to facilitate easier navigation through the sections.

报告中包含一个细分索引以便于更轻松地浏览各个部分。

3.The index of subdivision helps in identifying the specific areas that need improvement.

这个细分索引有助于识别需要改进的具体领域。

4.For better analysis, we should refer to the index of subdivision regularly.

为了更好的分析，我们应该定期参考细分索引。

5.The index of subdivision is crucial for understanding the hierarchical structure of the data.

这个细分索引对于理解数据的层次结构至关重要。

作文

The concept of an index of subdivision is crucial in various fields, including mathematics, economics, and even data management. To understand this term, we first need to break it down into its components. An 'index' generally refers to a numerical or categorical representation that provides a way to quantify or categorize information. Meanwhile, 'subdivision' pertains to the act of dividing something into smaller parts or sections. Thus, the index of subdivision can be understood as a measure or reference point that indicates how something is divided into smaller segments.In mathematics, for example, the index of subdivision might refer to the way in which a geometric shape is partitioned into smaller shapes. This is particularly relevant in calculus and geometry, where understanding the subdivisions of a space can help in calculating areas, volumes, or other properties. For instance, when dealing with integrals, mathematicians often divide a curve into smaller segments to approximate the area under the curve more accurately. The index of subdivision in this context helps to determine how finely the curve is divided, which directly impacts the precision of the integral calculation.In the realm of economics, the index of subdivision can have a different application. It may refer to how economic data is categorized for analysis. For example, when analyzing consumer spending, economists might subdivide the data into various categories such as food, clothing, and entertainment. The index of subdivision here serves as a tool to better understand spending patterns and trends among different demographics. By examining these subdivisions, economists can derive insights that inform policy decisions or marketing strategies.Moreover, in data management and computer science, the index of subdivision plays a significant role in organizing and retrieving data efficiently. In databases, data is often subdivided into tables, records, and fields. An index of subdivision in this context could refer to the way in which these tables are structured and how they relate to one another. A well-designed index allows for faster search and retrieval operations, making it essential for efficient database management.Understanding the index of subdivision is not only important for theoretical applications but also for practical implementations in everyday life. For instance, when planning a project, one might use an index of subdivision to break down tasks into manageable segments. This approach not only makes the project feel less overwhelming but also allows for better tracking of progress and resource allocation.In conclusion, the index of subdivision is a versatile concept that finds relevance across various disciplines. Whether in mathematics, economics, or data management, it serves as a foundational tool for understanding and organizing complex information. By mastering the index of subdivision, individuals can enhance their analytical skills and improve their ability to make informed decisions based on subdivided data and information.

“细分指数”这一概念在数学、经济学甚至数据管理等多个领域中都至关重要。要理解这个术语，我们首先需要将其分解为组成部分。“指数”通常指的是一种数值或分类表示，提供了一种量化或分类信息的方法。而“细分”则是指将某物分成更小的部分或区域。因此，细分指数可以理解为一个度量或参考点，指示某事物如何被划分为更小的部分。例如，在数学中，细分指数可能指的是几何形状被划分为更小形状的方式。这在微积分和几何学中特别相关，因为理解空间的细分可以帮助计算面积、体积或其他属性。例如，在处理积分时，数学家通常将曲线划分为更小的段，以更准确地近似曲线下方的面积。在这种情况下，细分指数有助于确定曲线被划分得多细，这直接影响到积分计算的精度。在经济学领域，细分指数可能具有不同的应用。它可能指的是经济数据如何分类以进行分析。例如，在分析消费者支出时，经济学家可能会将数据细分为食品、服装和娱乐等各种类别。这里的细分指数作为工具，有助于更好地理解不同人口统计中的消费模式和趋势。通过检查这些细分，经济学家可以得出洞察，从而为政策决策或市场策略提供依据。此外，在数据管理和计算机科学中，细分指数在高效组织和检索数据方面发挥着重要作用。在数据库中，数据通常被细分为表、记录和字段。在这种情况下，细分指数可以指这些表的结构以及它们之间的关系。良好的索引设计可以加快搜索和检索操作，使其对高效的数据库管理至关重要。理解细分指数不仅对理论应用重要，而且对日常生活中的实际实施也至关重要。例如，在规划项目时，人们可能会使用细分指数将任务分解为可管理的部分。这种方法不仅使项目感觉不那么压倒，而且还允许更好地跟踪进度和资源分配。总之，细分指数是一个多用途的概念，在各个学科中都有相关性。无论是在数学、经济学还是数据管理中，它都是理解和组织复杂信息的基础工具。通过掌握细分指数，个人可以提高分析能力，并改善基于细分数据和信息做出明智决策的能力。