varying parameter

简明释义

可变参数

英英释义

例句

1.In our experiment, we tested the effects of temperature as a varying parameter 变化参数 on the reaction rate.

在我们的实验中，我们测试了温度作为一个变化参数 varying parameter 对反应速率的影响。

2.In this study, the researcher focused on the impact of a varying parameter 变化参数 on consumer behavior.

在这项研究中，研究人员关注了一个变化参数 varying parameter 对消费者行为的影响。

3.We included a varying parameter 变化参数 in our calculations to account for differences in humidity.

我们在计算中加入了一个变化参数 varying parameter 以考虑湿度的差异。

4.The model allows for a varying parameter 变化参数 to adapt to changing market conditions.

该模型允许有一个变化参数 varying parameter 以适应不断变化的市场条件。

5.The simulation was run multiple times with a varying parameter 变化参数 to observe different outcomes.

模拟运行了多次，使用了一个变化参数 varying parameter 来观察不同的结果。

作文

In the field of mathematics and statistics, the concept of a varying parameter is crucial for understanding how different factors can influence the outcome of an equation or model. A varying parameter refers to a variable that can change in value and affect the behavior of a system. This idea is particularly important in regression analysis, where researchers seek to understand relationships between dependent and independent variables. By allowing certain parameters to vary, analysts can create more accurate models that reflect real-world complexities.For instance, consider a simple linear regression model that predicts a person's weight based on their height. If we assume that the relationship between weight and height is constant, we might miss important nuances. However, if we introduce a varying parameter such as age, we may find that the relationship changes over time. Younger individuals may have a different weight-height ratio compared to older individuals. By incorporating this varying parameter, our model becomes more robust and reflective of reality.Moreover, in economics, the concept of varying parameters is often used to analyze consumer behavior. Different consumers may respond to price changes differently based on their income levels, preferences, and other factors. By treating these responses as varying parameters, economists can better predict market trends and consumer choices. This approach allows for a more nuanced understanding of economic dynamics, which is essential for effective policy-making.Furthermore, in engineering, the use of varying parameters is critical in designing systems that can adapt to changing conditions. For example, in control systems, engineers must account for variations in temperature, pressure, and other environmental factors that can impact performance. By modeling these factors as varying parameters, engineers can develop systems that are more resilient and capable of maintaining optimal performance under diverse conditions.In conclusion, the concept of a varying parameter is integral across various disciplines, including mathematics, economics, and engineering. It allows for a deeper understanding of complex systems by recognizing that not all variables remain constant. Embracing the idea of varying parameters leads to more accurate models, better predictions, and ultimately, more effective solutions to real-world problems. As we continue to explore the intricacies of different fields, the importance of acknowledging and incorporating varying parameters will only grow, paving the way for advancements in knowledge and technology.

在数学和统计学领域，varying parameter（变化参数）的概念对于理解不同因素如何影响方程或模型的结果至关重要。varying parameter指的是可以改变其值并影响系统行为的变量。这个理念在回归分析中尤为重要，研究人员试图理解因变量和自变量之间的关系。通过允许某些参数变化，分析师可以创建更精确的模型，以反映现实世界的复杂性。例如，考虑一个简单的线性回归模型，它根据一个人的身高预测体重。如果我们假设体重与身高之间的关系是恒定的，我们可能会错过重要的细微差别。然而，如果我们引入一个varying parameter，例如年龄，我们可能会发现这种关系随着时间而变化。年轻个体的体重与身高比率可能与老年个体不同。通过将这个varying parameter纳入我们的模型，我们的模型变得更加稳健，更能反映现实。此外，在经济学中，varying parameters的概念经常用于分析消费者行为。不同的消费者可能会根据他们的收入水平、偏好和其他因素对价格变化做出不同的反应。通过将这些反应视为varying parameters，经济学家可以更好地预测市场趋势和消费者选择。这种方法使我们能够更细致地理解经济动态，这对于有效的政策制定至关重要。此外，在工程学中，使用varying parameters对于设计能够适应变化条件的系统至关重要。例如，在控制系统中，工程师必须考虑温度、压力和其他环境因素的变化，这些因素会影响性能。通过将这些因素建模为varying parameters，工程师可以开发出更具韧性的系统，能够在不同条件下保持最佳性能。总之，varying parameter的概念在数学、经济学和工程等多个学科中都是不可或缺的。它允许我们更深入地理解复杂系统，认识到并非所有变量都是恒定的。接受varying parameters的理念将导致更精确的模型、更好的预测，最终为解决现实世界问题提供更有效的解决方案。随着我们继续探索不同领域的复杂性，承认和整合varying parameters的重要性只会增加，为知识和技术的进步铺平道路。