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Using Quantile Regression in Cloud Transform Simulation

机译:在云变换仿真中使用分位数回归

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摘要

The cloud transform simulation is a technique used to generate realisations of correlated attributes.rnThe principle of this technique is to partition the scatter diagram between the input attributes intornseveral interval classes and derive for each class a cumulative distribution function (CDF) using onlyrnthe data pairs of the scatter diagram in that class. The simulation then proceeds like a traditionalrnMonte Carlo simulation but using the derived CDF in each class.rnThe cloud transform simulation has the advantage of being a simple and fast technique that isrnable to reproduce the uncertainty in the relationship between the two input attributes regardless ofrnwhether the relationship is linear or not. However, the technique has three major drawbacks. First,rnthe number of classes has an impact on fi nal simulated results and there is not a robust approach torndefi ne such number. Second, simulated results exhibit some saw tooth variations that are unrealisticrnand third the reproduction of the spatial continuity of the simulated attribute is not guaranteed.rnThis paper presents the use of the quantile regression approach in order to overcome the fi rst tworndisadvantages of the cloud transform simulation. Details of the technique and how it can be coupledrnwith the cloud transform simulation are presented along with a real case study.
机译:云变换模拟是一种用于生成相关属性的实现的技术。该技术的原理是将散布在输入属性之间的散布图划分为多个间隔类别,并且仅使用以下数据对来为每个类别导出累积分布函数(CDF)。该类中的散点图。然后像传统的蒙特卡洛模拟一样进行模拟,但是在每个类中使用派生的CDF。云变换模拟的优点是简单,快速的技术,无论是否存在关系,都难以再现两个输入属性之间关系的不确定性。是否线性。但是,该技术具有三个主要缺点。首先,类别的数量会影响最终的模拟结果,并且没有可靠的方法来定义这样的数目。其次,模拟结果显示出一些不切实际的锯齿变化;第三,不能保证模拟属性的空间连续性的再现。本文介绍了分位数回归方法的使用,以克服云变换模拟的第一个缺点。连同实际案例一起介绍了该技术的详细信息以及如何将其与云转换模拟耦合。

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