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Identifying Outliers in Response Quality Assessment by Using Multivariate Control Charts Based on Kernel Density Estimation Cover

Identifying Outliers in Response Quality Assessment by Using Multivariate Control Charts Based on Kernel Density Estimation

By:  and    
Open Access
|Mar 2021

Abstract

When monitoring industrial processes, a Statistical Process Control tool, such as a multivariate Hotelling T2 chart is frequently used to evaluate multiple quality characteristics. However, research into the use of T2 charts for survey fieldwork–essentially a production process in which data sets collected by means of interviews are produced–has been scant to date. In this study, using data from the eighth round of the European Social Survey in Belgium, we present a procedure for simultaneously monitoring six response quality indicators and identifying outliers: interviews with anomalous results. The procedure integrates Kernel Density Estimation (KDE) with a T2 chart, so that historical “in-control” data or reference to the assumption of a parametric distribution of the indicators is not required. In total, 75 outliers (4.25%) are iteratively removed, resulting in an in-control data set containing 1,691 interviews. The outliers are mainly characterized by having longer sequences of identical answers, a greater number of extreme answers, and against expectation, a lower item nonresponse rate. The procedure is validated by means of ten-fold cross-validation and comparison with the minimum covariance determinant algorithm as the criterion. By providing a method of obtaining in-control data, the present findings go some way toward a way to monitor response quality, identify problems, and provide rapid feedbacks during survey fieldwork.

Language: English
Page range: 97 - 119
Submitted on: Jun 1, 2019
Accepted on: Sep 1, 2020
Published online: Mar 13, 2021
Published in print: Mar 1, 2021
Published by: Sciendo
In partnership with: Paradigm Publishing Services

© 2021 Jiayun Jin, Geert Loosveldt, published by Sciendo
This work is licensed under the Creative Commons Attribution-NonCommercial-NoDerivatives 3.0 License.