minimum deviation

简明释义

最小偏差

英英释义

例句

1.The algorithm was optimized for minimum deviation in output results.

该算法经过优化，以实现输出结果的最小偏差。

2.To achieve minimum deviation in the manufacturing process, we implemented strict quality controls.

为了在制造过程中实现最小偏差，我们实施了严格的质量控制。

3.The engineer designed the system to ensure minimum deviation from the original specifications.

工程师设计了系统，以确保与原始规格的最小偏差。

4.The team focused on achieving minimum deviation in project timelines to meet client expectations.

团队专注于在项目时间表中实现最小偏差以满足客户期望。

5.In statistical analysis, we aim for minimum deviation from the mean to ensure accuracy.

在统计分析中，我们的目标是实现与均值的最小偏差以确保准确性。

作文

In the world of statistics and data analysis, the concept of minimum deviation plays a crucial role in understanding the variability and consistency of data sets. Minimum deviation refers to the smallest amount by which a set of values deviates from a central value, typically the mean or median. This concept is essential for researchers and analysts as it provides insights into how closely related the data points are to one another and to the average. For instance, consider a scenario where a teacher wants to evaluate the performance of her students in a mathematics test. If the scores of the students vary significantly, the minimum deviation will indicate how much the scores differ from the average score. A low minimum deviation suggests that most students scored similarly, while a high minimum deviation indicates a wide range of scores, signaling that some students may be struggling while others excel. Understanding minimum deviation is not only important in educational settings but also in various fields such as finance, healthcare, and manufacturing. For example, in finance, investors often look for stocks with a low minimum deviation in their returns, as this suggests stability and predictability. In healthcare, medical researchers analyze patient outcomes to determine if treatments yield consistent results, relying on minimum deviation to gauge the effectiveness of different therapies. Moreover, businesses utilize the concept of minimum deviation when assessing product quality. A manufacturing company aims to produce items that meet specific standards with minimal deviation from the desired specifications. By maintaining a low minimum deviation, companies can ensure customer satisfaction and reduce the likelihood of defects. The importance of minimum deviation extends to the realm of decision-making. When faced with multiple options, individuals and organizations often prefer choices that exhibit low variability. For instance, when selecting a supplier, a company might choose one whose delivery times show minimum deviation, ensuring that they can rely on timely shipments. In conclusion, the concept of minimum deviation is integral to various aspects of life, from education to finance, healthcare, and business. It serves as a measure of consistency and reliability, allowing us to make informed decisions based on the stability of data. By understanding and applying the principle of minimum deviation, we can enhance our analytical skills and improve our ability to interpret data effectively. Whether we are evaluating student performance, analyzing stock market trends, or ensuring product quality, recognizing the significance of minimum deviation empowers us to achieve better outcomes and foster success in our endeavors.

在统计和数据分析的世界中，最小偏差的概念在理解数据集的变异性和一致性方面起着至关重要的作用。最小偏差是指一组值与中心值（通常是均值或中位数）偏离的最小量。这个概念对研究人员和分析师至关重要，因为它提供了有关数据点彼此之间以及与平均值之间关系的洞察。例如，考虑一个场景，一位老师想要评估她的学生在数学测验中的表现。如果学生的分数差异显著，最小偏差将表明分数与平均分数的差异。低最小偏差表明大多数学生的分数相似，而高最小偏差则表明分数范围较广，暗示一些学生可能在挣扎，而其他学生则表现出色。理解最小偏差不仅在教育环境中重要，而且在金融、医疗保健和制造等各个领域也同样重要。例如，在金融领域，投资者通常寻找回报率低最小偏差的股票，因为这表明稳定性和可预测性。在医疗保健中，医学研究人员分析患者结果，以确定治疗是否产生一致的结果，依赖于最小偏差来衡量不同疗法的有效性。此外，企业在评估产品质量时也会利用最小偏差的概念。制造公司旨在生产符合特定标准且与所需规格偏差最小的产品。通过保持低最小偏差，公司可以确保客户满意度并减少缺陷的可能性。最小偏差的重要性延伸到决策领域。当面临多个选择时，个人和组织通常更喜欢表现出低变异性的选择。例如，在选择供应商时，一家公司可能会选择交货时间显示< span>最小偏差的供应商，以确保他们能够依赖及时的发货。总之，最小偏差的概念在生活的各个方面都是不可或缺的，从教育到金融、医疗保健和商业。它作为一致性和可靠性的度量，使我们能够根据数据的稳定性做出明智的决策。通过理解和应用最小偏差的原则，我们可以增强我们的分析能力，提高有效解读数据的能力。无论我们是在评估学生表现、分析股市趋势还是确保产品质量，认识到最小偏差的重要性都使我们能够实现更好的结果，并在我们的努力中取得成功。