broken curve; unsmoothed curve

简明释义

未修匀曲线

英英释义

例句

1.The data visualization showed a broken curve 断裂曲线 that indicated significant fluctuations in sales over the past year.

数据可视化显示出一条断裂曲线 broken curve，这表明过去一年销售额的重大波动。

2.The engineer used a broken curve 断裂曲线 to illustrate the stress points in the material under different loads.

工程师使用断裂曲线 broken curve来说明材料在不同负载下的应力点。

3.In the report, the author explained how the unsmoothed curve 未平滑曲线 reflects the raw data without any adjustments.

在报告中，作者解释了如何通过未平滑曲线 unsmoothed curve反映未经调整的原始数据。

4.The financial analyst pointed out the broken curve 断裂曲线 during the presentation to highlight economic downturns.

金融分析师在演示中指出了断裂曲线 broken curve，以突出经济衰退。

5.Analyzing the unsmoothed curve 未平滑曲线 helped researchers identify outliers in their experiment.

分析未平滑曲线 unsmoothed curve帮助研究人员识别实验中的异常值。

作文

In the realm of data analysis and visualization, the representation of information is crucial for understanding trends and making informed decisions. One common method of representing data is through curves on a graph. However, not all curves are created equal. Some curves are smooth, providing a clear and continuous representation of the underlying data, while others may be described as a broken curve; unsmoothed curve, which can present challenges in interpretation. Understanding the implications of a broken curve; unsmoothed curve is essential for anyone engaged in data analysis.A broken curve; unsmoothed curve refers to a graphical representation where the data points are not connected smoothly, resulting in a jagged or fragmented appearance. This can occur for various reasons, such as irregularities in the data collection process, abrupt changes in the data points, or the nature of the phenomenon being studied. For instance, when analyzing stock market prices, one might encounter a broken curve; unsmoothed curve due to sudden market fluctuations caused by economic events or news announcements. These breaks in the curve can signify volatility and uncertainty, making it challenging for analysts to draw reliable conclusions.The presence of a broken curve; unsmoothed curve can indicate that the data requires further investigation. Analysts must consider whether the breaks represent genuine variations in the data or if they are artifacts of measurement errors or sampling biases. In many cases, smoothing techniques may be applied to the data to create a more coherent visual representation. However, it is crucial to understand that smoothing can sometimes obscure important details, particularly in datasets with significant variability.Moreover, the interpretation of a broken curve; unsmoothed curve can vary depending on the context. In some fields, such as meteorology, sudden changes in temperature or precipitation can provide valuable insights into weather patterns. In this case, a broken curve; unsmoothed curve may highlight critical shifts that warrant further exploration. Conversely, in other contexts, such as quality control in manufacturing, a broken curve; unsmoothed curve could signal problems in the production process that need immediate attention.When presenting data, it is vital to communicate the characteristics of a broken curve; unsmoothed curve effectively. Using appropriate labels, legends, and annotations can help viewers understand the significance of the breaks in the curve. Additionally, providing context about the data collection methods and the potential reasons for the unsmoothness can enhance the audience's comprehension.In conclusion, the concept of a broken curve; unsmoothed curve plays a significant role in data analysis and visualization. Recognizing the implications of such curves can lead to deeper insights and more informed decision-making. While smoothing techniques can enhance visual clarity, analysts must remain vigilant about the potential loss of critical information. Ultimately, whether one encounters a smooth curve or a broken curve; unsmoothed curve, the key lies in understanding the story that the data tells and using that knowledge to drive meaningful conclusions.

在数据分析和可视化领域，信息的呈现对于理解趋势和做出明智决策至关重要。表示数据的一种常见方法是通过图表上的曲线。然而，并非所有的曲线都是一样的。有些曲线是平滑的，提供了对基础数据的清晰和连续的表示，而其他曲线则可能被描述为broken curve; unsmoothed curve，这可能会在解释上带来挑战。理解broken curve; unsmoothed curve的含义对于任何参与数据分析的人来说都是必不可少的。broken curve; unsmoothed curve指的是一种图形表示，其中数据点没有平滑连接，导致外观呈现锯齿状或碎片化。这可能由于各种原因而发生，例如数据收集过程中的不规则性、数据点的突然变化或所研究现象的性质。例如，在分析股票市场价格时，由于经济事件或新闻公告引起的市场波动，人们可能会遇到broken curve; unsmoothed curve。曲线中的这些断裂可以表示波动性和不确定性，使分析师难以得出可靠的结论。broken curve; unsmoothed curve的存在可能表明数据需要进一步调查。分析师必须考虑这些断裂是否代表数据中的真实变化，或者它们是否是测量误差或抽样偏差的伪影。在许多情况下，可以对数据应用平滑技术，以创建更连贯的视觉表示。然而，必须理解，平滑有时可能会掩盖重要细节，特别是在具有显著变异性的数据显示集中。此外，broken curve; unsmoothed curve的解释可能因上下文而异。在某些领域，如气象学，温度或降水的突然变化可能为天气模式提供有价值的见解。在这种情况下，broken curve; unsmoothed curve可能突出显示需要进一步探索的关键转变。相反，在其他上下文中，例如制造中的质量控制，broken curve; unsmoothed curve可能表明生产过程中存在问题，需要立即关注。在呈现数据时，有效传达broken curve; unsmoothed curve的特征至关重要。使用适当的标签、图例和注释可以帮助观众理解曲线中断裂的意义。此外，提供有关数据收集方法的背景信息以及不平滑的潜在原因可以增强观众的理解。总之，broken curve; unsmoothed curve的概念在数据分析和可视化中发挥着重要作用。认识到这种曲线的含义可以导致更深入的洞察和更明智的决策。尽管平滑技术可以增强视觉清晰度，但分析师必须对潜在的信息丢失保持警惕。最终，无论遇到平滑曲线还是broken curve; unsmoothed curve，关键在于理解数据所讲述的故事，并利用这一知识推动有意义的结论。