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A New Exponentially Weighted Moving Average Control Chart for Monitoring Process Dispersion
16 references·1 citing·37 second hop
A New Exponentially Weighted Moving Average Control Chart for Monitoring Process Dispersion (2014)A New Exponentially Weighted Moving Avera…Control charts for location based on different sampling schemes (2012)Control charts for location b…On Proper Choice of Variability Control Chart for Normal and Non‐normal Processes (2011)On Proper Choice of Variabili…Improved quality control charts for monitoring the process mean, using double-ranked set sampling methods (2011)Improved quality control char…New EWMA Charts for Monitoring Process Dispersion (2010)New EWMA Charts for Monitorin…An EWMA chart for monitoring the process standard deviation when parameters are estimated (2009)An EWMA chart for monitoring …A New EWMA Chart for Monitoring Process Dispersion (2008)A New EWMA Chart for Monitori…Comparisons of Some Exponentially Weighted Moving Average Control Charts for Monitoring the Process Mean and Variance (2006)Comparisons of Some Exponenti…A NewS2-EWMA Control Chart for Monitoring the Process Variance (2005)A NewS2-EWMA Control Chart fo…Quality Control Chart for the Mean using Double Ranked Set Sampling (2004)Quality Control Chart for the…Statistical quality control based on ranked set sampling (2003)Statistical quality control b…Introduction to Statistical Quality Control (2001)Introduction to Statistical Q…A comparison of control charting procedures for monitoring process dispersion (1999)A comparison of control chart…A Cumulative Sum Control Chart for Monitoring Process Variance (1995)A Cumulative Sum Control Char…An EWMA for Monitoring a Process Standard Deviation (1992)An EWMA for Monitoring a Proc…Controlling the Standard Deviation by Cusums and Warning Lines (1963)Controlling the Standard Devi…CONTINUOUS INSPECTION SCHEMES (1954)CONTINUOUS INSPECTION SCHEMESA new generally weighted moving average control chart based on Taguchi’s loss function to monitor process mean and dispersion (2016)A new generally weighted movi…Exponentially Weighted Moving Average Control Schemes: Properties and Enhancements (1990)Introduction to Statistical Quality Control (1992)A Least Angle Regression Control Chart for Multidimensional Data (2011)Modified exponentially weighted moving average (EWMA) control chart for an analytical process data (2011)The triple exponentially weighted moving average control chart (2020)Statistics for Experimenters (1979)Exact Results for Shewhart Control Charts With Supplementary Runs Rules (1987)The Exponentially Weighted Moving Variance (1993)Control Charts for Monitoring the Mean and Variance of Autocorrelated Processes (1999)Monitoring Process Mean and Variability with One EWMA Chart (2001)Introduction to Matrix Analytic Methods in Stochastic Modeling (1999)Control Chart Tests Based on Geometric Moving Averages (2000)A CUSUM control chart for monitoring the variance when parameters are estimated (2010)The synthetic [Xbar] chart with estimated parameters (2011)Distribution-free exponentially weighted moving average control charts for monitoring unknown location (2012)CONTROL CHARTS WITH WARNING LINES (1955)Sampling Inspection of Continuous Processes with No Autocorrelation Between Successive Results (1960)Recent Developments in Control Chart Techniques (1975)The performance of control charts for monitoring process variation (1995)Joint economic design of EWMA control charts for mean and variance (2006)A Self-Starting Control Chart for Linear Profiles (2007)Introduction to Stochastic Processes (2014)Controversies and Contradictions in Statistical Process Control (2000)Statistical Quality Control (2003)Effect of measurement error on exponentially weighted moving average control charts under ranked set sampling schemes (2014)Linear profile monitoring using EWMA structure under ranked set schemes (2017)Optimal Stopping Times for Detecting Changes in Distributions (1986)Time-Series Modeling for Statistical Process Control (1988)Distribution‐free Phase II CUSUM Control Chart for Joint Monitoring of Location and Scale (2014)Procedures for Reacting to a Change in Distribution (1971)changepoint : An R Package for Changepoint Analysis (2014)Selective review of offline change point detection methods (2019)On t and EWMA t charts for monitoring changes in the process mean (2009)Monitoring the coefficient of variation using a variable sample size control chart (2015)On the Monitoring of Linear Profiles (2003)The role of measurement reliability in clinical trials (2004)An overview of theory and practice on process capability indices for quality assurance (2008)
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References

  • 1954CONTINUOUS INSPECTION SCHEMES5,731 cited
  • 2001Introduction to Statistical Quality Control770 cited
  • 1992An EWMA for Monitoring a Process Standard Deviation328 cited
  • 1999A comparison of control charting procedures for monitoring process dispersion122 cited
  • 1963Controlling the Standard Deviation by Cusums and Warning Lines119 cited
  • 2009An EWMA chart for monitoring the process standard deviation when parameters are estimated116 cited
  • 1995A Cumulative Sum Control Chart for Monitoring Process Variance113 cited
  • 2003Statistical quality control based on ranked set sampling112 cited
  • 2005A NewS2-EWMA Control Chart for Monitoring the Process Variance108 cited
  • 2006Comparisons of Some Exponentially Weighted Moving Average Control Charts for Monitoring the Process Mean and Variance96 cited
  • 2008A New EWMA Chart for Monitoring Process Dispersion95 cited
  • 2004Quality Control Chart for the Mean using Double Ranked Set Sampling92 cited
  • 2011On Proper Choice of Variability Control Chart for Normal and Non‐normal Processes91 cited
  • 2012Control charts for location based on different sampling schemes85 cited
  • 2011Improved quality control charts for monitoring the process mean, using double-ranked set sampling methods

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78 cited
  • 2010New EWMA Charts for Monitoring Process Dispersion78 cited
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    • 2016A new generally weighted moving average control chart based on Taguchi’s loss function to monitor process mean and dispersion7 cited