使用分位数回归模型识别高密度地区的异常值

T. Szkutnik
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引用次数: 1

摘要

摘要研究背景:本研究举例说明了国际贸易数据中存在的问题,这些问题会影响清关系统中海关管制的效率。目的:研究的目的是找到一种在数据集中识别可疑交易的方法,其中风险因素与出口程序所涵盖的货物的高估和受超高密度区域影响的数据有关。研究方法:研究方法分为两步。首先,通过利用二维核估计器定义的强度点模式,采用一种反向采样方案来消除超高密度区域。其次,基于采样数据,建立分位数回归模型。并利用Khmaladze检验对模型的类型进行了推断。结果:这个例子突出了在模型构建中使用两步方法的好处。所提出的方法为利用Khmaladze检验进行推理提供了基础。可以建立选择可疑交易的可靠阈值。新颖性:本文解决了以前在二维强度评估中发现的一些问题。此外,本文提出的基于分位数回归和Khmaladze检验的方法为出口数据中的海关缺口测度提供了基础。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Identification of Outliers in High Density Areas with the Use of a Quantile Regression Model
Abstract Research background: The study exemplifies the issues presented in the international trade data, which can affect the efficiency of customs controls in clearance systems. Purpose: The purpose of the research is to find a method of identifying suspicious transactions in datasets, where the risk factor is related to the overvaluation of goods covered under export procedure and data that are affected by areas of extra high density. Research methodology: The proposed methodology is two-step. Firstly, to eliminate areas of extra high density, with the use of a sampling scheme set reciprocally to the intensity point pattern, defined by means of a two-dimensional kernel estimator. Next, based on sampled data, a quantile regression model is built. Moreover, the inference about the type of model is provided by using the Khmaladze test. Results: The example highlights the benefits of the use of the two-step approach in model building. The proposed methodology provides the foundation for the inference by means of the Khmaladze test. The reliable threshold for selecting the suspicious transactions can be built. Novelty: The paper addresses some of the previously identified issues in a two-dimensional intensity assessment. Moreover, the proposed methodology based on quantile regression and the Khmaladze test provides the foundation for the customs gap measure in export data.
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