Robust process capability indices

Omega

Volumn 26, Issue 3, 1998, Pages 425-435

  Prasad, Sameer ^a   Bramorski, Tom ^a  

^a UNIVERSITY OF WISCONSIN WHITEWATER   (United States)

Author keywords

Box Jenkins; Modeling; Monitoring; Quality

Indexed keywords

PROCESS CONTROL;

ASSIGNABLE CAUSE; BOX-JENKINS; CORRECTIVE ACTIONS; CORRELATION STRUCTURE; DEPENDENCY STRUCTURES; MODELING; PROCESS CAPABILITY INDICES; QUALITY; THREE-COMPONENT;

STATISTICS;

EID: 0040095699     PISSN: 03050483     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0305-0483(97)00075-3     Document Type: Article

References (30)

1. Rodriguez R. N. Recent developments in process capability analysis. Journal of Quality Technology. 24(4):1992;176-187.
2. Smith B. Six sigma quality - a must not a myth. Machine Design, February. 12:1993;63-66.
3. Gill M. S. Stalking six sigma. Business Month. January:1990;42-46.
4. Kotz S. and Johnson N., Process capability indices. Chapman and Hall, New York, 1993.
5. pm to squared error loss. Journal of Quality Technology. 24(4):1992;211-215.
6. Kane V. E. Process capability indices. Journal of Quality Technology. 18(1):1986;41-52.
7. pm. Journal of Quality Technology. 20(2):1988;162-175.
8. Long J. M. and De Coste M. J., Capability studies involving tool wear. Paper presented at American Society for Quality Control Congress, Dallas, TX, 1988, pp. 590-595.
9. Quesenberry C. P. An SPC approach to compensating a tool-wear process. Journal of Quality Technology. 20(4):1988;220-229.
10. Jagadeesh R., Babu A. S. Process capability assessment with tool wear: an investigative study. International Journal of Quality and Reliability Management. 11(2):1994;51-62.
11. Doganaksoy N., Schmee J., Vandeven M. Process monitoring with multiple product grades. Journal of Quality Technology. 28(3):1996;346-355.
12. Spring F. A. Assessing process capability in the presence of systematic assignable cause. Journal of Quality Technology. 23(2):1991;125-132.
13. Yang K., Hancock W. M. Statistical quality control for correlated samples. International Journal of Production Research. 28(3):1990;595-608.
14. Neuhardt J. B. Effects of correlated sub-samples in statistical process control. IEE Transactions. 19(2):1987;208-214.
15. Box G. E.P. and Jenkins G. M., Time Series Analysis, Forecasting, and Control. Holden-Day, Inc., San Francisco, CA, 1976.
16. Chang I., Outliers in Time Series. Unpublished Ph.D. dissertation, University of Wisconsin, Madison, 1982.
17. Tsay R. S. Outliers, level shifts, and variance changes in time series. Journal of Forecasting. 7:1988;1-20.
18. pk. Computers and Industrial Engineering. 22(2):1992;171-176.
19. pk with a suggested correction. Communications in Statistics-Simulation and Computation. 20(1):1992;231-242.
20. Franklin L. A., Wasserman G. S. Bootstrap lower confidence limits for capability indices. Journal of Quality Technology. 24(4):1992;196-210.
21. Pearn W. L., Kotz S., Johnson N. L. Distributional and inferential properties of process capability indices. Journal of Quality Technology. 24(4):1992;216-231.
22. Booth D. E., Some Applications of Robust Statistical Methods to Analytical Chemistry. Unpublished Ph.D. dissertation, The University of North Carolina at Chapel Hill, 1984.
23. Booth D. E., Acar E., Isenhour T., Akham S. Robust time series models and statistical process control. Industrial Mathematics. 40(1):1990;73-97.
24. Hillmer S. C., Bell W. R. and Tiao G. C., Modeling considerations in the seasonal adjustment of economic time series. In Applied Time Series Analysis of Economic Data, ed. A. Zellner. US Bureau of the Census, Washington, DC, 1983.
25. Chang I., Tiao G. C., Chen C. Estimation of time series parameters in the presence of outliers. Technometrics. 30(2):1988;193-204.
26. Prasad S., A Robust Monitoring Method for the Early Detection of Deviations in a Time Series Process with Applications in Operations Management. Unpublished Ph.D. dissertation, Kent State University, Kent, 1990.
27. Chen C., Liu L. Joint estimation of model parameters and outlier effects in time series. Journal of American Statistical Association. 88(421):1993;294-298.
28. Prasad S., Booth D. E., Hu M., Deligonul S. Monitoring autocorrelated production processes. Industrial Mathematics. 45(2):1995;105-122.
29. Deligonul S. On the independence condition on the classical variance estimation in an autoregressive moving average. Journal of Statistical Computation and Simulation. 17:1983;233-236.
30. SCA (Scientific Computing Associates), The SCA Statistical System Reference Manual (Version 4.3), Chicago, IL, 1994.