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Monitoring the process mean and variance using a synthetic control chart with two-stage testing
16 references·16 citing·39 second hopsampled
Monitoring the process mean and variance using a synthetic control chart with two-stage testing (2008)Monitoring the process mean and variance …Monitoring the Process Mean and Variance Using Individual Observations and Variable Sampling Intervals (2001)Monitoring the Process Mean a…Monitoring Process Mean and Variability with One EWMA Chart (2001)Monitoring Process Mean and V…A Synthetic Control Chart for Detecting Small Shifts in the Process Mean (2000)A Synthetic Control Chart for…EWMA Control Charts for Monitoring the Mean of Autocorrelated Processes (1999)EWMA Control Charts for Monit…Control Charts for Monitoring the Mean and Variance of Autocorrelated Processes (1999)Control Charts for Monitoring…X Chart with Variable Sample Size and Sampling Intervals (1997)X Chart with Variable Sample …Joint Monitoring of Process Mean and Variance Using Exponentially Weighted Moving Average Control Charts (1995)Joint Monitoring of Process M…XCharts with Variable Sample Size (1994)XCharts with Variable Sample …X¯ chart with adaptive sample sizes (1993)X¯ chart with adaptive sample…Double Sampling X Charts (1992)Double Sampling X ChartsStatistical Process Control (1991)Statistical Process ControlSome Omnibus Exponentially Weighted Moving Average Statistical Process Monitoring Schemes (1991)Some Omnibus Exponentially We…Economic Statistical Control-Chart Designs with an Application to X and R Charts (1989)Economic Statistical Control-…Economic Statistical Control-Chart Designs With an Application to and R Charts (1989)Economic Statistical Control-…$\overline{X}$ Charts with Variable Sampling Intervals (1988)$\overline{X}$ Charts with Va…Exact Results for Shewhart Control Charts With Supplementary Runs Rules (1987)Exact Results for Shewhart Co…A literature review on joint control schemes in statistical process monitoring (2022)A literature review on joint …Optimal design of the synthetic control chart for monitoring the multivariate coefficient of variation (2019)Optimal design of the synthet…One-sided synthetic control charts for monitoring the multivariate coefficient of variation (2019)One-sided synthetic control c…An overview of synthetic‐type control charts: Techniques and methodology (2019)An overview of synthetic‐type…A Synthetic median control chart for monitoring the process mean with measurement errors (2019)A Synthetic median control ch…On the effect of measurement errors in simultaneous monitoring of mean vector and covariance matrix of multivariate processes (2016)On the effect of measurement …Effect of sample size on the performance of Shewhart control charts (2016)Effect of sample size on the …A bibliometric analysis of 50 years of worldwide research on statistical process control (2016)A bibliometric analysis of 50…Side-sensitive group runs double sampling (SSGRDS) chart for detecting mean shifts (2015)Side-sensitive group runs dou…The steady‐state behavior of the synthetic and side‐sensitive synthetic double sampling charts (2014)The steady‐state behavior of …Some Comments Regarding the Synthetic Chart (2014)Some Comments Regarding the S…A side-sensitive synthetic chart combined with an X chart (2014)A side-sensitive synthetic ch…A single chart with supplementary runs rules for monitoring the mean vector and the covariance matrix of multivariate processes (2013)A single chart with supplemen…What are the best sample sizes for the Xbar and CUSUM charts? (2011)What are the best sample size…The X control chart for monitoring process shifts in mean and variance (2011)The X control chart for monit…Economically Optimum Design of a Synthetic Chart (2011)Economically Optimum Design o…Time Series Analysis Forecasting and Control (1971)Time-Series Modeling for Statistical Process Control (1988)Exponentially Weighted Moving Average Control Schemes: Properties and Enhancements (1990)A New SPC Monitoring Method: The ARMA Chart (2000)Distribution-free multivariate process control based on log-linear modeling (2008)A survey of control-chart pattern-recognition literature (1991–2010) based on a new conceptual classification scheme (2012)Time Series Analysis Forecasting and Control. (1971)The State of Statistical Process Control as We Proceed into the 21st Century (2000)A Rank-Based Multivariate CUSUM Procedure (2001)The Performance of Exponentially Weighted Moving Average Charts With Estimated Parameters (2001)Combined Shewhart-CUSUM Quality Control Schemes (1982)A Combined Adaptive Sample Size and Sampling IntervalXControl Scheme (1994)A Survey of Recent Developments in the Design of Adaptive Control Charts (1998)Control Chart Tests Based on Geometric Moving Averages (1959)The Shewhart Control Chart—Tests for Special Causes (1984)The Inertial Properties of Quality Control Charts (2005)Statistical Process Control using Shewhart Control Charts with Supplementary Runs Rules (2007)Nonparametric (distribution-free) control charts: An updated overview and some results (2019)Quality Control and Industrial Statistics. (1967)An Approach to the Probability Distribution of Cusum Run Length (1972)Statistical process control procedures for correlated observations (1991)Introduction to Statistical Quality Control (1992)An Adaptive Exponentially Weighted Moving Average Control Chart (2003)Economic control of quality of manufactured product (1932)Economic Control of Quality of Manufactured Product. (1932)Quality, productivity, and competitive position (1982)Economic Design of Control Charts: A Literature Review for 1981–1991 (1994)Multi-objective control chart design optimization using NSGA-III and MOPSO enhanced with DEA and TOPSIS (2015)Monitoring the coefficient of variation: A literature review (2021)A Simple Method for Studying Run – Length Distributions of Exponentially Weighted Moving Average Charts (1987)Hotelling's T 2 control chart with adaptive sample sizes (1996)Variable-sampling-interval control charts with sampling at fixed times (1996)Design of double- and triple-sampling X-bar control charts using genetic algorithms (2002)CUSUM Charts With Variable Sampling Intervals (1990)Monitoring General Linear Profiles Using Multivariate Exponentially Weighted Moving Average Schemes (2007)X Charts with Variable Parameters (1999)Monitoring Profiles Based on Nonparametric Regression Methods (2008)Likelihood Ratio-Based Distribution-Free EWMA Control Charts (2010)On Nonparametric Statistical Process Control of Univariate Processes (2011)
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References

  • 1987Exact Results for Shewhart Control Charts With Supplementary Runs Rules455 cited
  • 1988$\overline{X}$ Charts with Variable Sampling Intervals429 cited
  • 1989Economic Statistical Control-Chart Designs With an Application to and R Charts346 cited
  • 1999EWMA Control Charts for Monitoring the Mean of Autocorrelated Processes303 cited
  • 1994XCharts with Variable Sample Size270 cited
  • 2001Monitoring Process Mean and Variability with One EWMA Chart236 cited
  • 2000A Synthetic Control Chart for Detecting Small Shifts in the Process Mean231 cited
  • 1993X¯ chart with adaptive sample sizes219 cited
  • 1992Double Sampling X Charts203 cited
  • 1999Control Charts for Monitoring the Mean and Variance of Autocorrelated Processes197 cited
  • 1991Some Omnibus Exponentially Weighted Moving Average Statistical Process Monitoring Schemes196 cited
  • 1997X Chart with Variable Sample Size and Sampling Intervals186 cited
  • 1991Statistical Process Control184 cited
  • 2001Monitoring the Process Mean and Variance Using Individual Observations and Variable Sampling Intervals170 cited
  • 1995Joint Monitoring of Process Mean and Variance Using Exponentially Weighted Moving Average Control Charts

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168 cited
  • 1989Economic Statistical Control-Chart Designs with an Application to X and R Charts167 cited
  • Cited by

    • 2019Optimal design of the synthetic control chart for monitoring the multivariate coefficient of variation36 cited
    • 2011Economically Optimum Design of a Synthetic Chart35 cited
    • 2019An overview of synthetic‐type control charts: Techniques and methodology35 cited
    • 2014A side-sensitive synthetic chart combined with an X chart32 cited
    • 2016Effect of sample size on the performance of Shewhart control charts30 cited
    • 2019A Synthetic median control chart for monitoring the process mean with measurement errors30 cited
    • 2014Some Comments Regarding the Synthetic Chart28 cited
    • 2016A bibliometric analysis of 50 years of worldwide research on statistical process control28 cited
    • 2015Side-sensitive group runs double sampling (SSGRDS) chart for detecting mean shifts26 cited
    • 2011The X control chart for monitoring process shifts in mean and variance25 cited
    • 2022A literature review on joint control schemes in statistical process monitoring25 cited
    • 2011What are the best sample sizes for the Xbar and CUSUM charts?24 cited
    • 2016On the effect of measurement errors in simultaneous monitoring of mean vector and covariance matrix of multivariate processes23 cited
    • 2013A single chart with supplementary runs rules for monitoring the mean vector and the covariance matrix of multivariate processes22 cited
    • 2019One-sided synthetic control charts for monitoring the multivariate coefficient of variation22 cited
    • 2014The steady‐state behavior of the synthetic and side‐sensitive synthetic double sampling charts20 cited