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Sequential Analysis
Design Methods and Applications
Volume 28, 2009 - Issue 1
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Original Articles

The Generalized Synthetic Chart

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Pages 54-68 | Received 15 Nov 2007, Accepted 05 Aug 2008, Published online: 04 Feb 2009

REFERENCES

  • Bourke , P. D. ( 1991 ). Detecting a Shift in Fraction Nonconforming Using Run-Length Control Charts with 100% Inspection , Journal of Quality Technology 23 : 225 – 238 .
  • Calzada , M. E. and Scariano , S. M. ( 2001 ). The Robustness of the Synthetic Control Chart to Non-normality , Communications in Statistics—Simulation & Computation 30 : 311 – 326 .
  • Calzada , M. E. and Scariano , S. M. ( 2007 ). Joint Monitoring of the Mean and Variance of Combined Control Charts with Estimated Parameters , Communications in Statistics—Simulation & Computation 36 : 1115 – 1134 .
  • Chen , F. L. and Huang , H. J. ( 2005 ). A Synthetic Chart for Monitoring Process Dispersion with Sample Range , International Journal of Advance Manufacturing Technology 26 : 842 – 851 .
  • Costa , A. F. B. and Rahim , M. A. ( 2006 ). A Synthetic Control Chart for Monitoring the Mean and Variance , Journal of Quality in Maintenance Engineering 12 : 81 – 88 .
  • Crowder , S. V. ( 1987 ). A Simple Method for Studying Run-Length Distributions of Exponentially Weighted Moving Average Charts , Technometrics 29 : 401 – 407 .
  • Davis , R. B. and Woodall , W. H. ( 2002 ). Evaluating and Improving the Synthetic Control Chart , Journal of Quality Technology 34 : 200 – 208 .
  • Huang , H. J. and Chen , F. L. ( 2005 ). A Synthetic Chart for Monitoring Process Dispersion with Sample Standard Deviation , Computers and Industrial Engineering 49 : 221 – 240 .
  • Roberts , S. W. ( 1959 ). Control Charts Tests Based on Geometric Moving Averages , Technometrics 1 : 239 – 250 .
  • Wu , Z. and Spedding , T. A. ( 2000 ). A Synthetic Control Charts for Detecting Small Shifts in the Process Mean , Journal of Quality Technology 32 : 32 – 38 .
  • Recommended by Sanggeol Lee

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