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The Performance of Bootstrap Control Charts
3 references·16 citing·49 second hop
The Performance of Bootstrap Control Charts (1998)The Performance of Bootstrap Control Char…Control Charts for Dependent and Independent Measurements Based on Bootstrap Methods (1996)Control Charts for Dependent …The Effect of Sample Size on Estimated Limits forXandXControl Charts (1993)The Effect of Sample Size on …Shewhart x-charts with estimated process variance (1981)Shewhart x-charts with estima…Constructing a Control Chart Using Functional Data (2020)Constructing a Control Chart …Bivariate modified hotelling’s T2 charts using bootstrap data (2019)Bivariate modified hotelling’…Control charts for generalized exponential distribution percentiles (2016)Control charts for generalize…Control Charts for Monitoring Burr Type-X Percentiles (2013)Control Charts for Monitoring…Bootstrap control charts in monitoring value at risk in insurance (2013)Bootstrap control charts in m…Profile Monitoring Using Nonparametric Bootstrap T 2 Control Chart (2011)Profile Monitoring Using Nonp…Median Control Charts Based on Bootstrap Method (2009)Median Control Charts Based o…A bootstrap control chart for inverse Gaussian percentiles (2009)A bootstrap control chart for…A mean deviation-based approach to monitor process variability (2008)A mean deviation-based approa…Estimating the limits for statistical process control charts: A direct method improving upon the bootstrap (2006)Estimating the limits for sta…Autocorrelated SPC for Non-Normal Situations (2005)Autocorrelated SPC for Non-No…A General Framework for Constructing Control Charts (2005)A General Framework for Const…A Comparison of Shewhart Individuals Control Charts Based on Normal, Non‐parametric, and Extreme‐value Theory (2003)A Comparison of Shewhart Indi…THE MULTIVARIATE SHORT-RUN SNAPSHOT Q CHART (2001)THE MULTIVARIATE SHORT-RUN SN…Statistical process control for monitoring scheduling performance—addressing the problem of correlated data (2001)Statistical process control f…$\bar{X}$ CONTROL CHART FOR SKEWED POPULATIONS USING A SCALED WEIGHTED VARIANCE METHOD (2000)$\bar{X}$ CONTROL CHART FOR S…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)A Class of Distribution-Free Control Charts (2004)Distribution-Free Quality Control Charts Based on Signed-Rank-Like Statistics (2006)A Nonparametric Shewhart-Type Signed-Rank Control Chart Based on Runs (2007)The performance of the adaptive EWMA median chart in the presence of measurement error (2018)The effectiveness of Max‐half‐Mchart over Max‐Mchart in simultaneously monitoring process mean and variability of individual observations (2021)Time Series Analysis Forecasting and Control. (1971)Time Series Analysis: Forecasting and Control (1977)Introduction to Statistical Quality Control (1992)A bootstrap control chart for Birnbaum–Saunders percentiles (2008)On t and EWMA t charts for monitoring changes in the process mean (2009)Bootstrap-Based T 2 Multivariate Control Charts (2011)Industrial Quality Control. 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(1932)Quality Control and Industrial Statistics. (1967)A Self-Starting Control Chart for Multivariate Individual Observations (2002)Estimation in Shewhart control charts: effects and corrections (2004)The EWMA median chart with estimated parameters (2015)Statistical Method from the Viewpoint of Quality Control. (1940)On Efficient Monitoring of Process Dispersion using Interquartile Range (2012)Improved Exponentially Weighted Moving Average Control Charts for Monitoring Process Mean and Dispersion (2013)A newS2control chart using repetitive sampling (2015)Estimation of Inventory Re-Order Levels Using the Bootstrap Statistical Procedure (1989)Controversies and Contradictions in Statistical Process Control (2000)Development of fuzzy logic-based statistical process control chart pattern recognition system (2015)The np Chart with Guaranteed In‐control Average Run Lengths (2016)A New Control Chart for Weibull Technological Processes (2007)Enhanced Cumulative Sum Charts for Monitoring Process Dispersion (2015)Nonparametric progressive sign chart for monitoring process location based on individual data (2020)
this work references cited by second hop

References

  • 1993The Effect of Sample Size on Estimated Limits forXandXControl Charts323 cited
  • 1996Control Charts for Dependent and Independent Measurements Based on Bootstrap Methods103 cited
  • 1981Shewhart x-charts with estimated process variance90 cited

Cited by

  • 2003A Comparison of Shewhart Individuals Control Charts Based on Normal, Non‐parametric, and Extreme‐value Theory47 cited
  • 2005Autocorrelated SPC for Non-Normal Situations44 cited
  • 2008A mean deviation-based approach to monitor process variability35 cited
  • 2009Median Control Charts Based on Bootstrap Method30 cited
  • 2000$\bar{X}$ CONTROL CHART FOR SKEWED POPULATIONS USING A SCALED WEIGHTED VARIANCE METHOD29 cited
  • 2006Estimating the limits for statistical process control charts: A direct method improving upon the bootstrap28 cited
  • 2013Bootstrap control charts in monitoring value at risk in insurance28 cited
  • 2013Control Charts for Monitoring Burr Type-X Percentiles26 cited
  • 2020Constructing a Control Chart Using Functional Data25 cited
  • 2009A bootstrap control chart for inverse Gaussian percentiles25 cited
  • 2001Statistical process control for monitoring scheduling performance—addressing the problem of correlated data25 cited

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2001
THE MULTIVARIATE SHORT-RUN SNAPSHOT Q CHART
25 cited
  • 2005A General Framework for Constructing Control Charts20 cited
  • 2011Profile Monitoring Using Nonparametric Bootstrap T 2 Control Chart19 cited
  • 2019Bivariate modified hotelling’s T2 charts using bootstrap data18 cited
  • 2016Control charts for generalized exponential distribution percentiles17 cited