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Interval Charting Schemes for Joint Monitoring of Process Mean and Variance
11 references·16 citing·42 second hop
Interval Charting Schemes for Joint Monitoring of Process Mean and Variance (2004)Interval Charting Schemes for Joint Monit…Introduction to Statistical Quality Control (2001)Introduction to Statistical Q…Shewhart and EWMA Variable Sampling Interval Control Charts with Sampling at Fixed Times (1996)Shewhart and EWMA Variable Sa…The performance of control charts for monitoring process variation (1995)The performance of control ch…The Effect of Sample Size on Estimated Limits forXandXControl Charts (1993)The Effect of Sample Size on …Shewhart-Type Control Charts for Individual Observations (1993)Shewhart-Type Control Charts …Economic Statistical Control-Chart Designs with an Application to X and R Charts (1989)Economic Statistical Control-…Exact Results for Shewhart Control Charts With Supplementary Runs Rules (1987)Exact Results for Shewhart Co…Detecting a Shift in Process Average: Tables of the Power Function for X Charts (1983)Detecting a Shift in Process …Joint Economically Optimal Design of X and R Control Charts (1977)Joint Economically Optimal De…Quality Control and Industrial Statistics. (1960)Quality Control and Industria…Statistical Quality Control. (1947)Statistical Quality Control.A literature review on joint control schemes in statistical process monitoring (2022)A literature review on joint …Joint monitoring of mean and variance under double ranked set sampling using likelihood ratio test statistic (2020)Joint monitoring of mean and …Residual-based maximum MCUSUM control chart for joint monitoring the mean and variability of multivariate autocorrelated processes (2019)Residual-based maximum MCUSUM…Joint Monitoring of Mean and Variance Using Likelihood Ratio Test Statistic Under Pair Ranked Set Sampling Scheme (2019)Joint Monitoring of Mean and …Control charts for simultaneously monitoring of process mean and coefficient of variation with and without auxiliary information (2019)Control charts for simultaneo…A comparative study of some EWMA schemes for simultaneous monitoring of mean and variance of a Gaussian process (2019)A comparative study of some E…Two CUSUM schemes for simultaneous monitoring of parameters of a shifted exponential time to events (2018)Two CUSUM schemes for simulta…A weighted likelihood ratio test-based chart for monitoring process mean and variability (2018)A weighted likelihood ratio t…On the Performance of Control Charts for Simultaneous Monitoring of Location and Dispersion Parameters (2016)On the Performance of Control…Detecting change-points for shifts in mean and variance using fuzzy classification maximum likelihood change-point algorithms (2016)Detecting change-points for s…Design and Implementation of Two CUSUM Schemes for Simultaneously Monitoring the Process Mean and Variance with Unknown Parameters (2016)Design and Implementation of …A double-max MEWMA scheme for simultaneous monitoring and fault isolation of multivariate multistage auto-correlated processes based on novel reduced-dimension statistics (2015)A double-max MEWMA scheme for…A Sum of Squares Generally Weighted Moving Average Control Chart (2014)A Sum of Squares Generally We…A sum of squares double exponentially weighted moving average chart (2011)A sum of squares double expon…Simultaneous process mean and variance monitoring using artificial neural networks (2010)Simultaneous process mean and…Using one EWMA chart to jointly monitor the process mean and variance (2009)Using one EWMA chart to joint…The Shewhart Control Chart—Tests for Special Causes (1984)EWMA Control Charts for Monitoring the Mean of Autocorrelated Processes (1999)The Performance of Exponentially Weighted Moving Average Charts With Estimated Parameters (2001)A control chart based on a change-point model for monitoring linear profiles (2006)Economic control of quality of manufactured product (1932)Economic Control of Quality of Manufactured Product. 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(1940)The Economic Design of X Charts Used to Maintain Current Control of a Process (1956)Introduction to Operations Research (1968)Economic Design of a Joint X- and R -Control Chart (1981)Determination of Optimal Design Parameters of JointXandRCharts (1989)Economic design of x-control charts with Weibull in-control times when there are multiple assignable causes (2002)$\overline{X}$ Charts with Variable Sampling Intervals (1988)CUSUM Charts With Variable Sampling Intervals (1990)Variable-sampling-interval control charts with sampling at fixed times (1996)Monitoring the Coefficient of Variation Using a Variable Sampling Interval Control Chart (2012)The computation of average run length and average time to signal: an overview (2013)Properties of Control Chart Zone Tests (1958)Statistical Quality Control (1980)Robustness of Forecast-Based Monitoring Schemes (1998)On the performance of different control charting rules (2011)Monitoring the ratio of two normal variables using Run Rules type control charts (2015)Run-Length Distribution for Control Charts with Runs and Scans Rules (2003)New EWMA Charts for Monitoring Process Dispersion (2010)Monitoring the Coefficient of Variation Using Control Charts with Run Rules (2013)THE USE OF STATISTICAL PROCESS CONTROL AND DESIGN OF EXPERIMENTS IN PRODUCT AND PROCESS IMPROVEMENT (1992)Statistical Surveillance. Optimality and Methods (2003)A Distribution‐free Control Chart for the Joint Monitoring of Location and Scale (2011)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)Design and Evaluation of a Repetitive Group Sampling Plan (1965)Designs of One- and Two-Sided Exponential EWMA Charts (1998)Statistics as a Catalyst to Learning by Scientific Method Part II—A Discussion (1999)
this work references cited by second hop

References

  • 2001Introduction to Statistical Quality Control770 cited
  • 1987Exact Results for Shewhart Control Charts With Supplementary Runs Rules455 cited
  • 1993The Effect of Sample Size on Estimated Limits forXandXControl Charts323 cited
  • 1960Quality Control and Industrial Statistics.220 cited
  • 1989Economic Statistical Control-Chart Designs with an Application to X and R Charts167 cited
  • 1995The performance of control charts for monitoring process variation104 cited
  • 1996Shewhart and EWMA Variable Sampling Interval Control Charts with Sampling at Fixed Times104 cited
  • 1977Joint Economically Optimal Design of X and R Control Charts95 cited
  • 1993Shewhart-Type Control Charts for Individual Observations87 cited
  • 1983Detecting a Shift in Process Average: Tables of the Power Function for X Charts64 cited
  • 1947Statistical Quality Control.44 cited

Cited by

  • 2010Simultaneous process mean and variance monitoring using artificial neural networks36 cited
  • 2011A sum of squares double exponentially weighted moving average chart36 cited
  • 2016Design and Implementation of Two CUSUM Schemes for Simultaneously Monitoring the Process Mean and Variance with Unknown Parameters28 cited
  • 2018

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Two CUSUM schemes for simultaneous monitoring of parameters of a shifted exponential time to events
27 cited
  • 2019Residual-based maximum MCUSUM control chart for joint monitoring the mean and variability of multivariate autocorrelated processes25 cited
  • 2022A literature review on joint control schemes in statistical process monitoring25 cited
  • 2019A comparative study of some EWMA schemes for simultaneous monitoring of mean and variance of a Gaussian process23 cited
  • 2019Control charts for simultaneously monitoring of process mean and coefficient of variation with and without auxiliary information23 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
  • 2019Joint Monitoring of Mean and Variance Using Likelihood Ratio Test Statistic Under Pair Ranked Set Sampling Scheme20 cited
  • 2014A Sum of Squares Generally Weighted Moving Average Control Chart19 cited
  • 2016On the Performance of Control Charts for Simultaneous Monitoring of Location and Dispersion Parameters18 cited
  • 2016Detecting change-points for shifts in mean and variance using fuzzy classification maximum likelihood change-point algorithms17 cited
  • 2009Using one EWMA chart to jointly monitor the process mean and variance16 cited
  • 2018A weighted likelihood ratio test-based chart for monitoring process mean and variability15 cited
  • 2020Joint monitoring of mean and variance under double ranked set sampling using likelihood ratio test statistic11 cited