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Robustness of mean E(X) and R charts
4 references·15 citing·40 second hop
Robustness of mean E(X) and R charts (1988)Robustness of mean E(X) and R chartsStatistical Quality Control Methods (2018)Statistical Quality Control M…Statistical Quality Control Methods. (1977)Statistical Quality Control M…The Effect of Non-Normality on the Control Limits of X Charts (1976)The Effect of Non-Normality o…Statistical Methods in Engineering. (1970)Statistical Methods in Engine…The total median statistic to monitor contaminated normal data (2016)The total median statistic to…Robust Hotelling's T 2 control charts under non-normality: the case of t -Student distribution (2011)Robust Hotelling's T 2 contro…Non-normality and combined double sampling and variable sampling interval control charts (2010)Non-normality and combined do…The Performance of Double Sampling Control Charts Under Non Normality (2009)The Performance of Double Sam…CUMIN charts (2008)CUMIN chartsA mean deviation-based approach to monitor process variability (2008)A mean deviation-based approa…Self‐adapting control charts (2006)Self‐adapting control chartsMinimum control charts (2006)Minimum control chartsESTIMATION OF THE STARTING TIME OF A STEP CHANGE DISTURBANCE IN A GAMMA PROCESS (2006)ESTIMATION OF THE STARTING TI…ESTIMATION OF THE CHANGE POINT OF A GAMMA PROCESS BY USING THE S CONTROL CHART AND MLE (2006)ESTIMATION OF THE CHANGE POIN…Exceedance probabilities for parametric control charts (2005)Exceedance probabilities for …Control Charts for Monitoring Field Failure Data (2005)Control Charts for Monitoring…Data driven choice of control charts (2004)Data driven choice of control…$\bar{X}$ CONTROL CHART FOR SKEWED POPULATIONS USING A SCALED WEIGHTED VARIANCE METHOD (2000)$\bar{X}$ CONTROL CHART FOR S…Variables control chart limits and tests for special causes (1992)Variables control chart limit…Economic control of quality of manufactured product (1932)Quality, productivity, and competitive position (1982)The Shewhart Control Chart—Tests for Special Causes (1984)Design schemes for the X control chart (2008)On Efficient Monitoring of Process Dispersion using Interquartile Range (2012)On the design of control charts with guaranteed conditional performance under estimated parameters (2020)The Effect of Sample Size on Estimated Limits forXandXControl Charts (1993)Research Issues and Ideas in Statistical Process Control (1999)Run length, average run length and false alarm rate of shewhart x-bar chart: exact derivations by conditioning (2000)X¯ Chart with Estimated Parameters: The Conditional ARL Distribution and New Insights (2018)Guidelines for automating Phase I of control charts by considering effects on Phase-II performance of individuals control chart (2019)Industrial Quality Control. (1946)Non‐Normality and the Design of Control Charts for Averages* (1992)A Multivariate Synthetic Control Chart for Monitoring the Process Mean Vector of Skewed Populations Using Weighted Standard Deviations (2009)Two Inverse Normalizing Transformation methods for the process capability analysis of non-normal process data (2016)Robustness of the EWMA Control Chart to Non-Normality (1999)Introduction to Statistical Quality Control (2005)Enhanced Cumulative Sum Charts for Monitoring Process Dispersion (2015)New control charts for monitoring the Weibull percentiles under complete data and Type‐II censoring (2017)On the effect of the measurement error on Shewhart t and EWMA t control charts (2020)Economic Control of Quality of Manufactured Product. (1932)Statistical Method from the Viewpoint of Quality Control. (1940)Introduction to Statistical Quality Control (1992)Improved Exponentially Weighted Moving Average Control Charts for Monitoring Process Mean and Dispersion (2013)A newS2control chart using repetitive sampling (2015)$\overline{X}$ Charts with Variable Sampling Intervals (1988)XCharts with Variable Sample Size (1994)Adaptive charts with variable parameters (2010)A Design of s Control Charts with a Combined Double Sampling and Variable Sampling Interval Scheme (2011)Joint statistical design of and s charts with combined double sampling and variable sampling interval (2012)The asymptotic distribution of the process capability indexCpmk (1995)Applications of statistical quality control to cardiac surgery (1996)Introducing uncertain performance expectations in satisfaction models for services (1999)A Distribution-Free Shewhart Quality Control Chart Based on Signed-Ranks (2004)Control Charts Based on the Exponential Distribution: Adapting Runs Rules for the t Chart (2013)The Use of Versatile Distribution Families in Some Stochastic Inventory Calculations (1980)A Directly-Coupled Two-Stage Unpaced Line (1986)The production rate of a two-stage system with stochastic processing times (1986)Control Charts Using Coupled Exponentially Weighted Moving Averages (1986)Quality inspection planning within a multistage manufacturing process based on the added value criterion (2020)
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References

  • 1976The Effect of Non-Normality on the Control Limits of X Charts164 cited
  • 1977Statistical Quality Control Methods.111 cited
  • 2018Statistical Quality Control Methods109 cited
  • 1970Statistical Methods in Engineering.51 cited

Cited by

  • 1992Variables control chart limits and tests for special causes39 cited
  • 2005Control Charts for Monitoring Field Failure Data38 cited
  • 2005Exceedance probabilities for parametric control charts37 cited
  • 2008A mean deviation-based approach to monitor process variability35 cited
  • 2009The Performance of Double Sampling Control Charts Under Non Normality34 cited
  • 2000$\bar{X}$ CONTROL CHART FOR SKEWED POPULATIONS USING A SCALED WEIGHTED VARIANCE METHOD29 cited
  • 2010Non-normality and combined double sampling and variable sampling interval control charts24 cited
  • 2006Minimum control charts22 cited
  • 2008CUMIN charts19 cited
  • 2004Data driven choice of control charts19 cited
  • 2006Self‐adapting control charts17 cited
  • 2011Robust Hotelling's T 2 control charts under non-normality: the case of t -Student distribution

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15 cited
  • 2006ESTIMATION OF THE CHANGE POINT OF A GAMMA PROCESS BY USING THE S CONTROL CHART AND MLE14 cited
  • 2016The total median statistic to monitor contaminated normal data13 cited
  • 2006ESTIMATION OF THE STARTING TIME OF A STEP CHANGE DISTURBANCE IN A GAMMA PROCESS13 cited