less-than cumulation

简明释义

以下累计

英英释义

例句

1.The less-than cumulation of evidence made it difficult to draw a definitive conclusion.

证据的小于累积使得得出明确结论变得困难。

2.The less-than cumulation of customer feedback highlights areas for improvement.

客户反馈的小于累积突显了改进的领域。

3.The report indicated a less-than cumulation of results, suggesting that the data was not fully representative.

报告指出结果的小于累积，这表明数据并不完全具有代表性。

4.In our analysis, we found a less-than cumulation of resources allocated to the project.

在我们的分析中，我们发现项目分配的资源是小于累积。

5.We observed a less-than cumulation of benefits from the new policy implementation.

我们观察到新政策实施的收益是小于累积的。

作文

In the realm of mathematics and statistics, the term less-than cumulation refers to a specific type of cumulative distribution function that focuses on values below a certain threshold. This concept is particularly useful when analyzing data sets where understanding the lower range of values is crucial. For instance, consider a scenario in which a researcher is studying the test scores of students in a particular school. By applying the less-than cumulation method, they can determine the percentage of students who scored below a specific mark, say 70%. This information is vital for educators as it helps them identify how many students are struggling and may require additional support or resources.The significance of less-than cumulation extends beyond educational assessments. In finance, investors often use this concept to evaluate the risk associated with various financial instruments. For example, if an investor wants to know the likelihood of a stock falling below a certain price point, they can employ the less-than cumulation analysis to gauge the probability of such an occurrence. This allows for more informed decision-making regarding investments, as it highlights potential risks that may not be immediately apparent through other analytical methods.Furthermore, the application of less-than cumulation is evident in environmental studies as well. Researchers may analyze pollutant levels in a river and wish to understand how many samples fall below a safety threshold. By utilizing less-than cumulation, they can effectively communicate the extent of contamination and advocate for necessary interventions to protect public health.Understanding the implications of less-than cumulation is essential for anyone involved in data analysis. It provides a clearer picture of the lower end of the data spectrum, allowing for better insights and conclusions. Without this analytical tool, critical information might be overlooked, leading to misguided strategies and decisions.In summary, the concept of less-than cumulation plays a pivotal role in various fields, including education, finance, and environmental science. By focusing on values below a certain threshold, it offers valuable insights that can guide decision-making processes. As we continue to rely more heavily on data analysis, mastering concepts like less-than cumulation will become increasingly important for professionals across different disciplines. Understanding this term not only enhances analytical skills but also empowers individuals to make informed choices based on comprehensive data evaluation.

在数学和统计学领域，术语less-than cumulation指的是一种特定类型的累积分布函数，该函数侧重于某个阈值以下的数值。这个概念在分析数据集时特别有用，尤其是当理解低范围值至关重要时。例如，考虑一个研究者正在研究某所学校学生的考试成绩。通过应用less-than cumulation方法，他们可以确定得分低于特定分数（比如70%）的学生比例。这些信息对教育工作者至关重要，因为它帮助他们识别出有多少学生面临困难，可能需要额外的支持或资源。less-than cumulation的重要性不仅限于教育评估。在金融领域，投资者通常使用这一概念来评估与各种金融工具相关的风险。例如，如果一位投资者想知道某只股票跌破某个价格点的可能性，他们可以利用less-than cumulation分析来评估这种情况发生的概率。这使得投资决策更加明智，因为它突出了可能不易通过其他分析方法显现的潜在风险。此外，less-than cumulation的应用在环境研究中也很明显。研究人员可能会分析河流中的污染物水平，并希望了解有多少样本低于安全阈值。通过利用less-than cumulation，他们可以有效地传达污染程度，并倡导采取必要的干预措施以保护公共健康。理解less-than cumulation的含义对于任何参与数据分析的人来说都是至关重要的。它提供了数据光谱低端的更清晰图景，从而允许更好的洞察和结论。如果没有这一分析工具，关键的信息可能会被忽视，导致误导性的策略和决策。总之，less-than cumulation的概念在教育、金融和环境科学等多个领域发挥着关键作用。通过关注低于特定阈值的值，它提供了有价值的见解，可以指导决策过程。随着我们越来越依赖数据分析，掌握像less-than cumulation这样的概念将变得愈发重要，成为各个学科专业人士的必备技能。理解这一术语不仅增强了分析能力，也使个人能够基于全面的数据评估做出明智的选择。