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The Rate of False Signals in Ū Control Charts with Estimated Limits
16 references·16 citing·38 second hopsampled
The Rate of False Signals in Ū Control Charts with Estimated Limits (2007)The Rate of False Signals in Ū Control Ch…The Run Length Distribution of the CUSUM with Estimated Parameters (2004)The Run Length Distribution o…Estimation in Shewhart control charts: effects and corrections (2004)Estimation in Shewhart contro…The Changepoint Model for Statistical Process Control (2003)The Changepoint Model for Sta…The Statistical Design of EWMA Control Charts with Estimated Parameters (2002)The Statistical Design of EWM…A Self-Starting Control Chart for Multivariate Individual Observations (2002)A Self-Starting Control Chart…Introduction to Statistical Quality Control (2001)Introduction to Statistical Q…Run length, average run length and false alarm rate of shewhart x-bar chart: exact derivations by conditioning (2000)Run length, average run lengt…A review of statistical process control techniques for short run manufacturing systems (1996)A review of statistical proce…Alarm rates for quality control charts (1995)Alarm rates for quality contr…The Effect of Sample Size on Estimated Limits forXandXControl Charts (1993)The Effect of Sample Size on …Introduction to Statistical Quality Control (1992)Introduction to Statistical Q…SPCQCharts for Start-Up Processes and Short or Long Runs (1991)SPCQCharts for Start-Up Proce…Self-Starting Cusum Charts for Location and Scale (1987)Self-Starting Cusum Charts fo…Shewhart x-charts with estimated process variance (1981)Shewhart x-charts with estima…Mean and Variance Control Chart Limits Based on a Small Number of Subgroups (1970)Mean and Variance Control Cha…X- and R-Chart Control Limits Based on a Small Number of Subgroups (1969)X- and R-Chart Control Limits…Optimal designs of the exponentially weighted moving average (EWMA) median chart for known and estimated parameters based on median run length (2020)Optimal designs of the expone…X¯ Chart with Estimated Parameters: The Conditional ARL Distribution and New Insights (2018)X¯ Chart with Estimated Param…Percentile‐based control chart design with an application to Shewhart X and S 2 control charts (2018)Percentile‐based control char…Optimal design of the side‐sensitive modified group runs (SSMGR) chart when process parameters are estimated (2018)Optimal design of the side‐se…Effect of autocorrelation estimators on the performance of the X control chart (2018)Effect of autocorrelation est…An exact method for designing Shewhart and S2 control charts to guarantee in-control performance (2017)An exact method for designing…The np Chart with Guaranteed In‐control Average Run Lengths (2016)The np Chart with Guaranteed …Optimal exponentially weighted moving average charts with estimated parameters based on median run length and expected median run length (2016)Optimal exponentially weighte…Optimal Designs of the Variable Sample Size Chart Based on Median Run Length and Expected Median Run Length (2016)Optimal Designs of the Variab…A median run length-based double-sampling X ¯ $$ \overline{X} $$ chart with estimated parameters for minimizing the average sample size (2015)A median run length-based dou…The Poisson INAR(1) one-sided EWMA chart with estimated parameters (2014)The Poisson INAR(1) one-sided…The Exact Run Length Distribution and Design of the Shewhart Chart with Estimated Parameters Based on Median Run Length (2014)The Exact Run Length Distribu…Economic-Statistical Design of the Synthetic X¯ Chart with Estimated Process Parameters (2014)Economic-Statistical Design o…Optimal designs of the double sampling X¯ chart with estimated parameters (2013)Optimal designs of the double…Cusum of Q chart with variable sampling intervals for monitoring the process mean (2009)Cusum of Q chart with variabl…Adaptive CUSUM of theQchart (2008)Adaptive CUSUM of theQchartThe 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)CONTINUOUS INSPECTION SCHEMES (1954)An Approach to the Probability Distribution of Cusum Run Length (1972)Cumulative Sum Charts and Charting for Quality Improvement (1998)A Self-Starting Control Chart for Linear Profiles (2007)Distribution-free cumulative sum control charts using bootstrap-based control limits (2009)Nonparametric CUSUM and EWMA Control Charts for Detecting Mean Shifts (2010)Time Series Analysis: Forecasting and Control (1977)Some Statistical Process Control Methods for Autocorrelated Data (1991)Phase I Statistical Process Control Charts: An Overview and Some Results (2008)An Overview of Phase I Analysis for Process Improvement and Monitoring (2014)Control Chart Tests Based on Geometric Moving Averages (1959)Exponentially Weighted Moving Average Control Schemes: Properties and Enhancements (1990)Controversies and Contradictions in Statistical Process Control (2000)A nonparametric control chart based on the Mann-Whitney statistic (2008)A spatial rank‐based multivariate EWMA control chart (2012)Inference About the Change-Point in a Sequence of Random Variables (1970)Inference about the Change-Point from Cumulative Sum Tests (1971)A change point method for linear profile data (2006)Parametric and Nonparametric Sequential Change Detection in R: The cpm Package (2015)Statistical Method from the Viewpoint of Quality Control. (1940)Introduction to Operations Research (1968)17 Multivariate process control (1988)A quality control approach to consistency paradoxes in AHP (1999)On the Performance of Geometric Charts with Estimated Control Limits (2002)Run Length Distribution and Percentiles: The Shewhart Chart with Unknown Parameters (2007)On designing a new Tukey-EWMA control chart for process monitoring (2015)Time-Series Modeling for Statistical Process Control (1988)Statistical process control as a tool for research and healthcare improvement (2003)Data quality for data science, predictive analytics, and big data in supply chain management: An introduction to the problem and suggestions for research and applications (2014)Nonparametric Monitoring of Data Streams for Changes in Location and Scale (2011)The Difficulty in Designing Shewhart X and X Control Charts with Estimated Parameters (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

  • 1992Introduction to Statistical Quality Control7,842 cited
  • 2001Introduction to Statistical Quality Control770 cited
  • 2003The Changepoint Model for Statistical Process Control382 cited
  • 1993The Effect of Sample Size on Estimated Limits forXandXControl Charts323 cited
  • 1991SPCQCharts for Start-Up Processes and Short or Long Runs244 cited
  • 1987Self-Starting Cusum Charts for Location and Scale210 cited
  • 2004The Run Length Distribution of the CUSUM with Estimated Parameters142 cited
  • 1969X- and R-Chart Control Limits Based on a Small Number of Subgroups142 cited
  • 2002The Statistical Design of EWMA Control Charts with Estimated Parameters129 cited
  • 2000Run length, average run length and false alarm rate of shewhart x-bar chart: exact derivations by conditioning114 cited
  • 1981Shewhart x-charts with estimated process variance90 cited
  • 2002A Self-Starting Control Chart for Multivariate Individual Observations86 cited
  • 2004Estimation in Shewhart control charts: effects and corrections85 cited
  • 1995Alarm rates for quality control charts85 cited
  • 1970Mean and Variance Control Chart Limits Based on a Small Number of Subgroups80 cited

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  • 1996A review of statistical process control techniques for short run manufacturing systems52 cited
  • Cited by

    • 2016Optimal Designs of the Variable Sample Size Chart Based on Median Run Length and Expected Median Run Length43 cited
    • 2013Optimal designs of the double sampling X¯ chart with estimated parameters38 cited
    • 2018X¯ Chart with Estimated Parameters: The Conditional ARL Distribution and New Insights33 cited
    • 2018Percentile‐based control chart design with an application to Shewhart X and S 2 control charts32 cited
    • 2008Adaptive CUSUM of theQchart29 cited
    • 2014The Exact Run Length Distribution and Design of the Shewhart Chart with Estimated Parameters Based on Median Run Length27 cited
    • 2014Economic-Statistical Design of the Synthetic X¯ Chart with Estimated Process Parameters24 cited
    • 2020Optimal designs of the exponentially weighted moving average (EWMA) median chart for known and estimated parameters based on median run length24 cited
    • 2016The np Chart with Guaranteed In‐control Average Run Lengths24 cited
    • 2015A median run length-based double-sampling X ¯ $$ \overline{X} $$ chart with estimated parameters for minimizing the average sample size23 cited
    • 2018Effect of autocorrelation estimators on the performance of the X control chart22 cited
    • 2016Optimal exponentially weighted moving average charts with estimated parameters based on median run length and expected median run length21 cited
    • 2009Cusum of Q chart with variable sampling intervals for monitoring the process mean20 cited
    • 2017An exact method for designing Shewhart and S2 control charts to guarantee in-control performance19 cited
    • 2018Optimal design of the side‐sensitive modified group runs (SSMGR) chart when process parameters are estimated18 cited
    • 2014The Poisson INAR(1) one-sided EWMA chart with estimated parameters17 cited