compact form

简明释义

紧凑结构

英英释义

例句

1.The data was stored in a compact form to save disk space.

数据以紧凑形式存储，以节省磁盘空间。

2.He summarized the long article into a compact form that highlighted the main points.

他将这篇长文章总结成了一个突出主要观点的紧凑形式。

3.The software compresses images into a compact form for faster loading.

该软件将图像压缩为紧凑形式以加快加载速度。

4.The mathematical equation can be expressed in a compact form for easier understanding.

这个数学方程可以用紧凑形式表示，以便于理解。

5.We need to present our findings in a compact form for the report.

我们需要以紧凑形式呈现我们的发现，以便于报告。

作文

In the world of mathematics and science, the concept of expressing ideas in a clear and efficient manner is crucial. One such way to achieve this is through the use of equations or formulas that are written in a compact form. A compact form refers to a representation that conveys the necessary information with minimal verbosity, allowing for easier understanding and quicker calculations. For instance, instead of writing out the entire process of calculating the area of a circle, one can simply use the formula A = πr², where A represents the area and r represents the radius. This compact form not only saves space but also makes it easier for students and professionals alike to grasp the underlying concepts without getting lost in lengthy explanations.Moreover, in programming, using compact form can significantly enhance the readability and efficiency of code. For example, instead of writing multiple lines of code to perform a simple calculation, programmers often utilize functions or shorthand notations that encapsulate complex operations into a single line. This not only makes the code cleaner but also reduces the chances of errors, as there are fewer opportunities for mistakes in a compact form of code. As technology continues to evolve, the importance of compact form representations becomes even more pronounced, particularly in fields like data science and machine learning, where large datasets need to be processed efficiently.Furthermore, the idea of compact form extends beyond mathematics and coding; it is applicable in everyday communication as well. When writing essays or reports, being concise yet informative is key to maintaining the reader's attention. Using a compact form allows writers to present their arguments clearly and persuasively without overwhelming the audience with unnecessary details. For instance, instead of elaborating on every single point, a writer can summarize key arguments and support them with relevant examples, thus maintaining the flow of the narrative while ensuring that the main ideas are communicated effectively.In conclusion, the utility of compact form cannot be overstated. Whether in mathematics, programming, or written communication, the ability to express complex ideas succinctly is invaluable. It not only aids in comprehension but also enhances efficiency and clarity. As we continue to navigate an increasingly complex world, mastering the art of compact form will undoubtedly serve us well, enabling us to convey our thoughts and ideas more effectively across various domains. Embracing this approach can lead to better communication, increased productivity, and a deeper understanding of the subjects we encounter daily.

在数学和科学的世界中，以清晰高效的方式表达思想的概念至关重要。实现这一目标的一种方法是使用以紧凑形式书写的方程或公式。紧凑形式指的是以最小的冗长性传达必要信息的表示方式，使理解变得更容易，计算也更快速。例如，计算圆的面积的整个过程可以用公式A = πr²来简化，其中A代表面积，r代表半径。这种紧凑形式不仅节省了空间，而且使学生和专业人士能够更容易地掌握基本概念，而不会在冗长的解释中迷失方向。此外，在编程中，使用紧凑形式可以显著提高代码的可读性和效率。例如，程序员通常利用函数或简写符号将复杂的操作封装成一行，而不是写多行代码来执行简单的计算。这不仅使代码更简洁，而且减少了出错的机会，因为在紧凑形式的代码中出错的机会更少。随着技术的不断发展，尤其是在数据科学和机器学习等领域，处理大型数据集的效率，紧凑形式表示的重要性愈发突出。此外，紧凑形式的理念不仅限于数学和编码，它在日常交流中同样适用。在撰写论文或报告时，简洁而富有信息量是保持读者注意力的关键。使用紧凑形式允许作者清晰而有说服力地呈现论点，而不会通过不必要的细节淹没观众。例如，作者可以总结关键论点并用相关例子支持它们，从而保持叙述的流畅性，同时确保主要思想得到有效传达。总之，紧凑形式的重要性不容小觑。无论是在数学、编程还是书面沟通中，简明扼要地表达复杂思想的能力都是无价的。它不仅有助于理解，还提高了效率和清晰度。随着我们继续在一个日益复杂的世界中航行，掌握紧凑形式的艺术无疑会使我们受益，使我们能够在各个领域更有效地传达我们的思想和观点。接受这种方法可以带来更好的沟通、更高的生产力以及对我们每天遇到的主题的更深理解。