insensitive interval

简明释义

不灵敏时间

英英释义

例句

1.During the experiment, we observed an insensitive interval where the temperature did not affect the reaction rate.

在实验过程中，我们观察到一个无敏感区间，温度对反应速率没有影响。

2.The data showed an insensitive interval in the feedback responses, indicating a lack of user engagement.

数据表明反馈响应中存在一个无敏感区间，这表明用户参与度不足。

3.In the financial analysis, there was an insensitive interval where market fluctuations had little impact on stock prices.

在财务分析中，有一个无敏感区间，市场波动对股票价格影响不大。

4.The study identified an insensitive interval in the response time of participants under certain conditions.

研究发现，在特定条件下，参与者的反应时间存在一个无敏感区间。

5.The sensor calibration revealed an insensitive interval that needed to be adjusted for accurate readings.

传感器校准显示出一个无敏感区间，需要进行调整以获得准确读数。

作文

In the realm of mathematics and statistics, the concept of an insensitive interval refers to a range within which certain variables or parameters exhibit minimal sensitivity to changes. This idea is particularly significant in optimization problems, where finding the best solution often involves understanding how small variations can impact the outcome. The insensitive interval serves as a buffer zone, allowing researchers and analysts to identify areas where fluctuations do not significantly affect the results. For instance, consider a scenario in an economic model where a company is trying to determine the optimal price for a product. If the price is set within an insensitive interval, minor adjustments—such as a slight increase or decrease—may not lead to substantial changes in sales volume or revenue. This understanding enables the company to make informed decisions without the fear of drastic consequences from small price shifts.Moreover, the concept of an insensitive interval can be applied in various fields, including engineering, finance, and environmental science. In engineering, for example, when designing a bridge, engineers must account for various factors such as load capacity, material strength, and environmental conditions. Identifying an insensitive interval for these parameters allows them to ensure that the bridge remains safe and functional even if certain conditions fluctuate slightly.In finance, investors often seek to understand the insensitive interval of their investment portfolios. By identifying ranges of asset prices or market conditions that do not significantly affect their overall returns, they can make more strategic decisions regarding buying or selling assets. This approach helps in risk management, as it provides a clearer picture of how resilient an investment is to market volatility.Environmental scientists also utilize the concept of insensitive intervals when studying ecosystems. For example, when assessing the impact of climate change on biodiversity, researchers may find that certain species can withstand temperature variations within an insensitive interval. This information is crucial for conservation efforts, as it allows scientists to prioritize which species or habitats require immediate attention versus those that can endure some level of change.Understanding the significance of insensitive intervals extends beyond theoretical applications; it impacts real-world decision-making processes. By recognizing the limits within which certain factors remain stable, professionals across various industries can enhance their strategies, reduce risks, and optimize outcomes.In conclusion, the notion of an insensitive interval plays a vital role in numerous fields, providing a framework for analyzing stability amidst variability. Whether in economics, engineering, finance, or environmental science, recognizing these intervals allows for better planning and decision-making. As we navigate an increasingly complex world, the ability to identify and leverage insensitive intervals will undoubtedly prove beneficial in fostering resilience and adaptability in our approaches to problem-solving.

在数学和统计学领域，insensitive interval（不敏感区间）的概念指的是一个范围，在该范围内某些变量或参数对变化表现出最小的敏感性。这个概念在优化问题中尤为重要，因为寻找最佳解决方案往往涉及理解微小变化如何影响结果。insensitive interval作为一个缓冲区，使研究人员和分析师能够识别出波动不会显著影响结果的区域。例如，考虑一个经济模型中的场景，公司试图确定产品的最佳价格。如果价格设定在一个insensitive interval内，轻微的调整——例如略微增加或减少——可能不会导致销售量或收入的显著变化。这种理解使公司能够在小幅价格变动带来的后果不大的情况下做出明智的决策。此外，insensitive interval的概念可以应用于多个领域，包括工程、金融和环境科学。在工程中，例如，在设计桥梁时，工程师必须考虑各种因素，如承载能力、材料强度和环境条件。识别这些参数的insensitive interval使他们能够确保桥梁在某些条件略有波动的情况下仍然安全和功能正常。在金融领域，投资者通常希望了解其投资组合的insensitive interval。通过识别资产价格或市场条件范围，这些范围不会显著影响他们的整体回报，他们可以在买卖资产时做出更具战略性的决策。这种方法有助于风险管理，因为它提供了关于投资在市场波动中有多大韧性的更清晰的画面。环境科学家在研究生态系统时也利用insensitive intervals的概念。例如，在评估气候变化对生物多样性的影响时，研究人员可能发现某些物种能够承受温度变化在insensitive interval内。这一信息对于保护工作至关重要，因为它使科学家能够优先考虑哪些物种或栖息地需要立即关注，而哪些则可以忍受一定程度的变化。理解insensitive intervals的重要性超越了理论应用；它影响现实世界的决策过程。通过认识到某些因素保持稳定的限制，各个行业的专业人士可以增强他们的战略、降低风险并优化结果。总之，insensitive interval的概念在众多领域中发挥着重要作用，为分析变异中的稳定性提供了框架。无论是在经济学、工程学、金融还是环境科学中，识别这些区间都可以促进更好的规划和决策。在我们应对日益复杂的世界时，识别和利用insensitive intervals的能力无疑将有助于在解决问题的方法中培养韧性和适应性。