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Normality in Quality Control Charts
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Normality in Quality Control Charts (1957)Normality in Quality Control ChartsAn integrated approach for multivariate statistical process control using Mahalanobis-Taguchi System and Andrews function (2017)An integrated approach for mu…Probabilidade do erro do tipo I nas cartas X e S de Shewhart sob não normalidade (2012)Probabilidade do erro do tipo…BayesianXcontrol limits for exponentially distributed measurements (2012)BayesianXcontrol limits for e…Control charts for variables to monitor the process mean and dispersion: a literature review (2009)Control charts for variables …Generalized Control Charts for Non-Normal Data Usingg-and-kDistributions (2008)Generalized Control Charts fo…ECONOMICALLY OPTIMAL DETERMINATION OF THE PARAMETERS OF x¯ -CHARTS WITH WARNING LIMITS WHEN QUALITY CHARACTERISTICS ARE NON-NORMALLY DISTRIBUTED (1984)ECONOMICALLY OPTIMAL DETERMIN…An economic design of cumulative sum charts to control non-normal process means (1982)An economic design of cumulat…Optimum Sample Size and Sampling Interval for Controlling the Mean of Non-Normal Variables (1971)Optimum Sample Size and Sampl…CONTROL CHARTS WITH WARNING LINES (1955)The Economic Design of X Charts Used to Maintain Current Control of a Process (1956)A Comparison of Some Control Chart Procedures (1966)Quality Control and Industrial Statistics. (1967)Time-Series Modeling for Statistical Process Control (1988)Design and Analysis of Experiments (2000)CONTINUOUS INSPECTION SCHEMES (1954)Exponentially Weighted Moving Average Control Schemes: Properties and Enhancements (1990)Introduction to Statistical Quality Control (1992)Using a Single Average Loss Control Chart to Monitor Process Mean and Variability (2013)Development of fuzzy individual x and moving range control chart (2015)Counted Data CUSUM's (1985)Research Issues and Ideas in Statistical Process Control (1999)Bayesian process monitoring schemes for the two-parameter exponential distribution (2018)Monitoring events with application to syndromic surveillance using social media data (2020)Tolerance limits for mixture‐of‐normal distributions with application to COVID ‐19 data (2023)The Economic Design of Control Charts: A Review and Literature Survey (1980)A study of economic design of control charts for cumulative count of conforming items (1997)Economic Design of Cumulative Sum Control Charts for Monitoring a Process with Correlated Samples (2010)The joint economic‐statistical design of X and R charts for nonnormal data (2010)Statistical methods in quality control (1957)An Algorithm for the Determination of the Economic Design of -Charts Based on Duncan's Model (1968)The Economic Design of Continuous Inspection Procedures: A Review Paper (1973)On the estimation of data parameters for economic optimum 135-1135-1135-1-Charts (1976)Economic Control of Quality of Manufactured Product. (1932)Statistical Methods for Quality Improvement (2000)Effects of Parameter Estimation on Control Chart Properties: A Literature Review (2006)A Multivariate Exponentially Weighted Moving Average Control Chart (1992)A review of multivariate control charts (1995)Optimizing the quality control of multivariate processes under an improved Mahalanobis–Taguchi system (2022)
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  • 1982An economic design of cumulative sum charts to control non-normal process means20 cited
  • 1971Optimum Sample Size and Sampling Interval for Controlling the Mean of Non-Normal Variables19 cited
  • 2009Control charts for variables to monitor the process mean and dispersion: a literature review17 cited
  • 2017An integrated approach for multivariate statistical process control using Mahalanobis-Taguchi System and Andrews function14 cited
  • 2012BayesianXcontrol limits for exponentially distributed measurements10 cited
  • 2008Generalized Control Charts for Non-Normal Data Usingg-and-kDistributions8 cited
  • 1984ECONOMICALLY OPTIMAL DETERMINATION OF THE PARAMETERS OF x¯ -CHARTS WITH WARNING LIMITS WHEN QUALITY CHARACTERISTICS ARE NON-NORMALLY DISTRIBUTED7 cited
  • 2012Probabilidade do erro do tipo I nas cartas X e S de Shewhart sob não normalidade6 cited

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