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Derivation of the Limits for Control Chart Using the Median Absolute Deviation for Monitoring Non-Normal Process
2 references·6 citing·26 second hop
Derivation of the Limits for Control Chart Using the Median Absolute Deviation for Monitoring Non-Normal Process (2012)Derivation of the Limits for Control Char…A Simple Robust Control Chart Based on MAD (2008)A Simple Robust Control Chart…Introduction to Statistical Quality Control (1992)Introduction to Statistical Q…Analysis and Application of Selected Control Charts Suitable for Smart Manufacturing Processes (2022)Analysis and Application of S…Performance of median absolute deviation and some alternatives to median absolute deviation control charts for skewed and heavily tailed process (2021)Performance of median absolut…Design and analysis of exponentially weighted moving average control charts for monitoring the variability of log‐normal processes with estimated parameters (2021)Design and analysis of expone…A control chart for monitoring the lognormal process variation using repetitive sampling (2020)A control chart for monitorin…A control chart for the lognormal standard deviation (2017)A control chart for the logno…Modified Simple Robust Control Chart Based on Median Absolute Deviation (2012)Modified Simple Robust Contro…_ X Q and R Q Charts: Robust Control Charts (1992)Economic Quality Control of Manufactured Product 1 (1930)XandRControl Charts for Skewed Populations (1995)Control Charts for Joint Monitoring of Mean and Variance: An Overview (2013)Asymmetric control limits for range chart with simple robust estimator under the non-normal distributed process (2018)Phase-II monitoring of exponentially distributed process based on Type-II censored data for a possible shift in location–scale (2020)Design and Evaluation of a Repetitive Group Sampling Plan (1965)Repetitive group sampling procedure for variables inspection (2006)A New Hybrid Exponentially Weighted Moving Average Control Chart for Monitoring Process Mean (2012)Multiple Dependent State Repetitive Sampling-Based Control Chart for Birnbaum–Saunders Distribution (2020)Introduction to Statistical Quality Control (1987)Robust Control Charts (1989)Modern Industrial Statistics: Design and Control of Quality and Reliability (1999)CONTINUOUS INSPECTION SCHEMES (1954)Control Chart Tests Based on Geometric Moving Averages (1959)Exponentially Weighted Moving Average Control Schemes: Properties and Enhancements (1990)Enhancing process stability with robust charts using high breakdown point estimators in contaminated settings: an application in healthcare monitoring* (2025)Research Issues and Ideas in Statistical Process Control (1999)Controversies and Contradictions in Statistical Process Control (2000)Nonparametric Control Charts: An Overview and Some Results (2001)A Distribution-Free Phase I Control Chart for Subgroup Scale (2010)Robust CUSUM Control Charting for Process Dispersion (2013)Robust adaptive exponentially weighted moving average control charts with applications of manufacturing processes (2019)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)
this work references cited by second hop

References

  • 1992Introduction to Statistical Quality Control7,842 cited
  • 2008A Simple Robust Control Chart Based on MAD88 cited

Cited by

  • 2017A control chart for the lognormal standard deviation22 cited
  • 2012Modified Simple Robust Control Chart Based on Median Absolute Deviation13 cited
  • 2021Design and analysis of exponentially weighted moving average control charts for monitoring the variability of log‐normal processes with estimated parameters12 cited
  • 2020A control chart for monitoring the lognormal process variation using repetitive sampling12 cited
  • 2022Analysis and Application of Selected Control Charts Suitable for Smart Manufacturing Processes11 cited
  • 2021Performance of median absolute deviation and some alternatives to median absolute deviation control charts for skewed and heavily tailed process10 cited

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