Publication Cover
Sequential Analysis
Design Methods and Applications
Volume 26, 2007 - Issue 2
142
Views
8
CrossRef citations to date
0
Altmetric
Original Articles

Shewhart Control Charts in New Perspective

&
Pages 123-151 | Received 04 May 2005, Accepted 02 Nov 2005, Published online: 10 Apr 2007

REFERENCES

  • Albers , W. and Kallenberg , W. C. M. ( 2004a ). Are Estimated Control Charts in Control? Statistics 38 : 67 – 79 .
  • Albers , W. and Kallenberg , W. C. M. ( 2004b ). Empirical Nonparametric Control Charts: Estimation Effects and Corrections , Journal of Applied Statistics 31 : 345 – 360 .
  • Albers , W. and Kallenberg , W. C. M. ( 2004c ). Estimation in Shewhart Control Charts: Effects and Corrections , Metrika 59 : 207 – 234 .
  • Albers , W. and Kallenberg , W. C. M. ( 2005a ). New Corrections for Old Control Charts , Quality Engineering 17 : 467 – 473 .
  • Albers , W. and Kallenberg , W. C. M. ( 2005b ). Tail Behavior of the Empirical Distribution Function of Convolutions , Mathematical Methods of Statistics 14 : 133 – 162 .
  • Albers , W. and Kallenberg , W. C. M. ( 2006a ). Alternative Shewhart-Type Charts for Grouped Observations , Metron , in press .
  • Albers , W. and Kallenberg , W. C. M. ( 2006b ). Self Adapting Control Charts , Statistica Neerlandica 60 : 292 – 308 .
  • Albers , W. , Kallenberg , W. C. M. , and Nurdiati , S. ( 2004 ). Parametric Control Charts , Journal of Statistical Planning and Inference 124 : 159 – 184 .
  • Albers , W. , Kallenberg , W. C. M. , and Nurdiati , S. ( 2005 ). Exceedance Probabilities for Parametric Control Charts , Statistics 39 : 429 – 443 .
  • Albers , W. , Kallenberg , W. C. M. , and Nurdiati , S. (2006). Data Driven Choice of Control Charts, Journal of Statistical Planning and Inference 136: 909–941.
  • Barndorff-Nielsen , O. E. ( 1996 ). Normal Inverse Gaussian Distributions and Stochastic Volatility Modelling , Scandinavian Journal of Statistics 24 : 1 – 13 .
  • Chakraborti , S. ( 2000 ). Run Length, Average Run Length and False Alarm Rate of Shewhart Chart: Exact Derivations by Conditioning , Communications in Statistics–Simulation & Computation 29 : 61 – 81 .
  • Chakraborti , S. , van der Laan , P. , and Bakir , S. T. ( 2001 ). Nonparametric Control Charts: An Overview and Some Results , Journal of Quality Technology 33 : 304 – 315 .
  • Chan , L. K. , Hapuarachchi , K. P. , and Macpherson , B. D. ( 1988 ). Robustness of and R Charts , IEEE Transactions on Reliability 37 : 117 – 123 .
  • Chen , G. ( 1997 ). The Mean and Standard Deviation of the Run Length Distribution of Charts when Control Limits are Estimated , Statistica Sinica 7 : 789 – 798 .
  • Friedrich , K. O. ( 1989 ). A Berry-Esseen Bound for Functions of Independent Random Variables , Annals of Statistics 17 : 170 – 183 .
  • Ghosh , B. K. , Reynolds , M. R. , Jr. , and Hui , Y. V. ( 1981 ). Shewhart -Charts with Estimated Process Variance , Communications in Statistics–Theory & Methods 10 : 1797 – 1822 .
  • Ion , R. A. , Does , R. J. M. M. , and Klaassen , C. A. J. ( 2000 ). A Comparison of Shewhart Control Charts Based on Normality, Nonparametrics, and Extreme-Value Theory, report 00–8 , University of Amsterdam .
  • Nedumaran , G. and Pignatiello , J. J. , Jr. ( 2001 ). On Estimating Control Chart Limits , Journal of Quality Technology 33 : 206 – 212 .
  • Pappanastos , E. A. and Adams , B. M. ( 1996 ). Alternative Designs of the Hodges-Lehmann Control Chart , Journal of Quality Technology 28 : 213 – 223 .
  • Quesenberry , C. P. ( 1991 ). SPC Q Charts for Start-Up Processes and Short or Long Runs , Journal of Quality Technology 23 : 213 – 224 .
  • Quesenberry , C. P. ( 1993 ). The Effect of Sample Size on Estimated Limits for and X Control Charts , Journal of Quality Technology 25 : 237 – 247 .
  • Ramberg , J. S. and Schmeisser , B. W. ( 1972 ). An Approximate Method for Generating Symmetric Random Variables , Communications of Association for Computing Machinery 15 : 987 – 990 .
  • Ramberg , J. S. and Schmeisser , B. W. ( 1974 ). An Approximate Method for Generating Symmetric Random Variables , Communications of Association for Computing Machinery 17 : 78 – 82 .
  • Roes , C. B. ( 1995 ). Shewhart-Type Charts in Statistical Process Control , Ph.D. diss. , University of Amsterdam .
  • Roes , C. B. , Does , R. J. M. M. , and Schurink , Y. ( 1993 ). Shewhart-Type Control Charts for Individual Observations , Journal of Quality Technology 25 : 188 – 198 .
  • Willemain , T. R. and Runger , G. C. ( 1996 ). Designing Control Charts Using an Empirical Reference Distribution , Journal of Quality Technology 28 : 31 – 38 .
  • Woodall , W. H. and Montgomery , D. C. ( 1999 ). Research Issues and Ideas in Statistical Process Control , Journal of Quality Technology 31 : 376 – 386 .
  • Yang , C. H. and Hillier , F. S. ( 1970 ). Mean and Variance Control Limits Based on a Small Number of Subgroups , Journal of Quality Technology 2 : 9 – 16 .
  • Recommended by W. Schmid

Reprints and Corporate Permissions

Please note: Selecting permissions does not provide access to the full text of the article, please see our help page How do I view content?

To request a reprint or corporate permissions for this article, please click on the relevant link below:

Academic Permissions

Please note: Selecting permissions does not provide access to the full text of the article, please see our help page How do I view content?

Obtain permissions instantly via Rightslink by clicking on the button below:

If you are unable to obtain permissions via Rightslink, please complete and submit this Permissions form. For more information, please visit our Permissions help page.