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APPLICATION OF CLEMENTS' METHOD FOR CALCULATING SECOND- AND THIRD-GENERATION PROCESS CAPABILITY INDICES FOR NON-NORMAL PEARSONIAN POPULATIONS
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APPLICATION OF CLEMENTS' METHOD FOR CALCULATING SECOND- AND THIRD-GENERATION PROCESS CAPABILITY INDICES FOR NON-NORMAL PEARSONIAN POPULATIONS (1994)APPLICATION OF CLEMENTS' METHOD FOR CALCU…Process Capability Indices. (1995)Process Capability Indices.Distributional and Inferential Properties of Process Capability Indices (1992)Distributional and Inferentia…A New Measure of Process Capability:Cpm (1988)A New Measure of Process Capa…Process Capability Indices (1986)Process Capability IndicesYield-based process capability indices for nonnormal continuous data (2019)Yield-based process capabilit…Bayesian Estimation of Generalized Process Capability Indices (2012)Bayesian Estimation of Genera…On Generalizing Process Capability Indices (2010)On Generalizing Process Capab…Measuring process capability index C pmk with fuzzy data and compare it with other fuzzy process capability indices (2010)Measuring process capability …Estimating process capability indices of multivariate nonnormal processes (2010)Estimating process capability…A neural network applied to estimate process capability of non-normal processes (2008)A neural network applied to e…Process capability analysis of non-normal process data using the Burr XII distribution (2005)Process capability analysis o…A process capability index for discrete processes (2005)A process capability index fo…Capability measure for asymmetric tolerance non-normal processes applied to speaker driver manufacturing (2004)Capability measure for asymme…A process capability index that is based on the proportion of conformance (2002)A process capability index th…A Monte Carlo comparison of capability indices when processes are non‐normally distributed (2001)A Monte Carlo comparison of c…MULTIPROCESS PERFORMANCE ANALYSIS: A CASE STUDY (1997)MULTIPROCESS PERFORMANCE ANAL…Capability indices for non-normal distributions with an application in electrolytic capacitor manufacturing (1997)Capability indices for non-no…USING JOHNSON CURVES TO DESCRIBE NON-NORMAL ROCESS DATA (1996)USING JOHNSON CURVES TO DESCR…A bayesian-like estimator of cpk (1996)A bayesian-like estimator of …Estimating process capability indices for non‐normal pearsonian populations (1995)Estimating process capability…Quality-Control Handbook. (1952)Brocess capability with asymmetric tolerances (1994)Process Capability Indices—A Review, 1992–2000 (2002)An overview of theory and practice on process capability indices for quality assurance (2008)Process Capability Calculations for Non-Normal Distributions (1989)A Smooth Nonparametric Approach to Multivariate Process Capability (2001)Capability Indices Dedicated to the Two Quality Characteristics Case (2005)A comparative study of probability estimation methods for reliability analysis (2011)The Taguchi Capability Index (1991)A Review of Quality Criteria Supporting Supplier Selection (2013)Classical and Bayesian inference ofCpyfor generalized Lindley distributed quality characteristic (2019)Juran's Quality Control Handbook (1990)On the generalized process capability under simple and mixture models (2013)Bootstrap confidence intervals of generalized process capability indexCpykusing different methods of estimation (2019)Quality planning and analysis (1970)Bootstrap confidence intervals of CNpkfor inverse Rayleigh and log-logistic distributions (2015)Bootstrap confidence intervals of generalized process capability index C pyk for Lindley and power Lindley distributions (2017)Bootstrap Confidence Intervals of the Modified Process Capability Index for Weibull distribution (2017)Development of fuzzy process accuracy index for decision making problems (2009)A capability approach to evaluate supply chain flexibility (2015)Six Sigma performance for non-normal processes (2015)Capability adjustment for gamma processes with mean shift consideration in implementing Six Sigma program (2007)Capability Indices for Non-Normal Distribution Using Gini’s Mean Difference as Measure of Variability (2016)
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References

  • 1986Process Capability Indices1,402 cited
  • 1995Process Capability Indices.1,059 cited
  • 1988A New Measure of Process Capability:Cpm768 cited
  • 1992Distributional and Inferential Properties of Process Capability Indices700 cited

Cited by

  • 1997Capability indices for non-normal distributions with an application in electrolytic capacitor manufacturing80 cited
  • 2010On Generalizing Process Capability Indices72 cited
  • 2008A neural network applied to estimate process capability of non-normal processes63 cited
  • 1996USING JOHNSON CURVES TO DESCRIBE NON-NORMAL ROCESS DATA63 cited
  • 1995Estimating process capability indices for non‐normal pearsonian populations62 cited
  • 2002A process capability index that is based on the proportion of conformance61 cited
  • 1997MULTIPROCESS PERFORMANCE ANALYSIS: A CASE STUDY61 cited
  • 2005Process capability analysis of non-normal process data using the Burr XII distribution57 cited
  • 1996A bayesian-like estimator of cpk44 cited
  • 2010Estimating process capability indices of multivariate nonnormal processes32 cited
  • 2001A Monte Carlo comparison of capability indices when processes are non‐normally distributed

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30 cited
  • 2005A process capability index for discrete processes30 cited
  • 2010Measuring process capability index C pmk with fuzzy data and compare it with other fuzzy process capability indices28 cited
  • 2012Bayesian Estimation of Generalized Process Capability Indices25 cited
  • 2019Yield-based process capability indices for nonnormal continuous data25 cited
  • 2004Capability measure for asymmetric tolerance non-normal processes applied to speaker driver manufacturing23 cited