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Combinations of Multivariate Shewhart and MEWMA Control Charts for Monitoring the Mean Vector and Covariance Matrix

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References

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2004Should Observations Be Grouped for Effective Process Monitoring?162 cited
2006Multivariate Control Charts for Monitoring the Mean Vector and Covariance Matrix104 cited
2006Comparisons of Some Exponentially Weighted Moving Average Control Charts for Monitoring the Process Mean and Variance96 cited
1991Multivariate Quality Control Based on Regression-Adiusted Variables85 cited
2005Should Exponentially Weighted Moving Average and Cumulative Sum Charts Be Used With Shewhart Limits?74 cited

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Cited by

2013A GLR Control Chart for Monitoring the Mean Vector of a Multivariate Normal Process44 cited
2012Nonparametric multivariate CUSUM control charts for location and scale changes41 cited
2011Multivariate Control Charts for Monitoring the Mean Vector and Covariance Matrix with Variable Sampling Intervals40 cited
2014An attribute chart for monitoring the process mean and variance34 cited
2018Monitoring compositional data using multivariate exponentially weighted moving average scheme32 cited
2013Multivariate Change Point Control Chart Based on Data Depth for Phase I Analysis31 cited
2019A survey on multivariate adaptive control charts: Recent developments and extensions24 cited
2015A double-max MEWMA scheme for simultaneous monitoring and fault isolation of multivariate multistage auto-correlated processes based on novel reduced-dimension statistics22 cited
2011Effective Control Charts for Monitoring Multivariate Process Dispersion21 cited
2015Multivariate control charts based on the James–Stein estimator19 cited
2017ARL Numerics for MEWMA Charts18 cited
2009Multivariate charting techniques: a review and a line‐column approach17 cited
2019A spatial rank–based multivariate EWMA chart for monitoring process shape matrices16 cited
2011Multivariate variability monitoring using EWMA control charts based on squared deviation of observations from target14 cited
2019Bivariate semiparametric control charts for simultaneous monitoring of process mean and variance14 cited
2017An EWMA chart for monitoring the covariance matrix of a multivariate process based on dissimilarity index13 cited