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Two-Stage Short-Run ( [Xbar] , s ) Control Charts
7 references·3 citing·32 second hop
Two-Stage Short-Run ( [Xbar] , s ) Control Charts (2004)Two-Stage Short-Run ( [Xbar] , s ) Contro…Statistical Quality Control Methods (2018)Statistical Quality Control M…Short-run statistical process control:Q-Chart enhancements and alternative methods (1996)Short-run statistical process…Shewhart-Type Control Charts for Individual Observations (1993)Shewhart-Type Control Charts …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…Small Sample Probability Limits for the Range Chart (1967)Small Sample Probability Limi…Quality Control and Industrial Statistics. (1967)Quality Control and Industria…Adaptive Fuzzy Estimators in Control Charts for Short Run Production Processes (2014)Adaptive Fuzzy Estimators in …Fuzzy short-run control charts (2007)Fuzzy short-run control chartsA Computer Program to Calculate Two-Stage Short-Run Control Chart Factors for (X¯,s) Charts (2005)A Computer Program to Calcula…Economic control of quality of manufactured product (1932)Economic Control of Quality of Manufactured Product. (1932)Multivariate statistical process control—recent results and directions for future research (1994)A Comparison of Multivariate Control Charts for Individual Observations (1996)Monitoring the Process Mean and Variance Using Individual Observations and Variable Sampling Intervals (2001)Simulation Modeling and Analysis. (1983)The Exponentially Weighted Moving Average (1986)Exponentially Weighted Moving Average Control Schemes: Properties and Enhancements (1990)CUSUM Charts for Preliminary Analysis of Individual Observations (2000)Effects of Parameter Estimation on Control Chart Properties: A Literature Review (2006)The Economic Performance of a CUSUM t Control Chart for Monitoring Short Production Runs (2012)Statistical Method from the Viewpoint of Quality Control. (1940)Statistical Quality Control (1990)A control chart based on a change-point model for monitoring linear profiles (2006)A Self-Starting Control Chart for Linear Profiles (2007)Introduction to Statistical Quality Control (1992)p-CHART CONTROL LIMITS BASED ON A SMALL NUMBER OF SUBGROUPS (1998)The Application of Statistics as an Aid in Maintaining Quality of a Manufactured Product (1925)An alternative approach to fuzzy control charts: Direct fuzzy approach (2006)Statistical Process Control (2012)The Effect of Sample Size on Estimated Limits forXandXControl Charts (1993)Two-Stage Short-Run (X¯,v) and (X¯, ) Control Charts (2003)Quality Control and Industrial Statistics. (1966)Introduction to Operations Research (1968)SPCQCharts for Start-Up Processes and Short or Long Runs (1991)Statistical method from the viewpoint of quality control (1940)Introduction to Operations Research (1968)An Overview of Phase I Analysis for Process Improvement and Monitoring (2014)Distinguishing Service Quality and Customer Satisfaction: The Voice of the Consumer (1995)Process Capability Indices. (1995)What You Don't Know About Customer-Perceived Quality: The Role of Customer Expectation Distributions (1999)CONTINUOUS INSPECTION SCHEMES (1954)
this work references cited by second hop

References

  • 1967Quality Control and Industrial Statistics.1,012 cited
  • 1969X- and R-Chart Control Limits Based on a Small Number of Subgroups143 cited
  • 2018Statistical Quality Control Methods110 cited
  • 1993Shewhart-Type Control Charts for Individual Observations87 cited
  • 1970Mean and Variance Control Chart Limits Based on a Small Number of Subgroups80 cited
  • 1996Short-run statistical process control:Q-Chart enhancements and alternative methods39 cited
  • 1967Small Sample Probability Limits for the Range Chart32 cited

Cited by

  • 2005A Computer Program to Calculate Two-Stage Short-Run Control Chart Factors for (X¯,s) Charts10 cited
  • 2007Fuzzy short-run control charts7 cited
  • 2014Adaptive Fuzzy Estimators in Control Charts for Short Run Production Processes5 cited

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