Multivariate one-sided control charts

IIE Transactions (Institute of Industrial Engineers)

Volumn 38, Issue 8, 2006, Pages 635-645

  Testik, Murat Caner ^a   Runger, George C ^b  

^a HACETTEPE UNIVERSITY   (Turkey)

^b AZ 85281   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

COMPUTER SIMULATION; COMPUTER SOFTWARE; MULTIVARIABLE CONTROL SYSTEMS; PROCESS ENGINEERING; QUADRATIC PROGRAMMING;

MULTIVARIATE CONTROL CHARTS; PROCESS KNOWLEDGE;

STATISTICAL PROCESS CONTROL;

EID: 33744742565     PISSN: 0740817X     EISSN: 15458830     Source Type: Journal    
DOI: 10.1080/07408170600692176     Document Type: Article

References (30)

1. Barlow, R. and Bartholomew, D. and Bremner, J. and Brunk, H.(1972) Statistical Inference Under Order Restrictions. New York NY: Wiley.
2. Bartholomew, D. (1961) A test of homogeneity of means under restricted alternatives Journal of the Royal Statistical Society Series B, 23, pp. 239-281. [CSA]
3. Fasso, A. (1999) One-sided MEWMA control charts Communications in Statistics: Simulation and Computation, 28, pp. 381-401. [CSA]
4. Follmann, D. (1996) A simple multivariate test for one-sided alternatives Journal of the American Statistical Association, 91, pp. 854-861. [CROSSREF] [CSA]
5. Hawkins, D. (1991) Multivariate quality control based on regression-adjusted variables Technometrics, 33, pp. 61-75. [CROSSREF] [CSA]
6. Hawkins, D. (1993) Regression adjustment for variables in multivariate quality control Journal of Quality Technology, 25, pp. 170-182. [CSA]
7. Healy, J. (1987) A note on multivariate CUSUM procedures Technometrics, 29, pp. 409-412. [CROSSREF] [CSA]
8. Hotelling, H.(1947) Multivariate quality control illustrated by the air testing of sample bombsights. In Techniques of Statistical Analysis. (pp. 111-184). New York NY: McGraw-Hill.
9. Jackson, J. (1980) Principal components and factor analysis: Part I-principal components Journal of Quality Technology, 4, pp. 201-213. [CSA]
10. Kresta, J. and MacGregor, J. and Marlin, T. (1991) Multivariate statistical monitoring of process operating performance The Canadian Journal of Chemical Engineering, 69, pp. 35-47. [CSA]
11. Kudô, A. (1963) A multivariate analogue of the one-sided test Biometrika, 50, pp. 403-418. [CROSSREF] [CSA]
12. Lowry, C. and Woodall, W. and Champ, C. and Rigdon, S. (1992) A multivariate exponentially weighted moving average control chart Technometrics, 34, pp. 46-53. [CROSSREF] [CSA]
13. Nüesch, P. (1966) On the problem of testing location in multivariate populations for restricted alternatives Annals of Mathematical Statistics, 37, pp. 113-119. [CSA]
14. Perlman, M. (1969) One-sided testing problems in multivariate analysis The Annals of Mathematical Statistics, 40, pp. 549-567. [CSA]
15. Perlman, M. and Wu, L. (1999) The emperor's new tests Statistical Science, 14, pp. 355-381. [CSA]
16. Perlman, M. and Wu, L. (2002a) A defense of the likelihood ratio test for one-sided and order-restricted alternatives Journal of Statistical Planning and Inference, 107, pp. 173-186. [CROSSREF] [CSA]
17. Perlman, M. and Wu, L. (2002b) A class of conditional tests for a multivariate one-sided alternative Journal of Statistical Planning and Inference, 107, pp. 155-171. [CROSSREF] [CSA]
18. Pignatiello, J.J. and Runger, G.C. (1990) Comparisons of multivariate CUSUM charts Journal of Quality Technology, 22, pp. 173-186. [CSA]
19. Robertson, T. and Wright, F.T. and Dykstra, R.L. (1988) Order Restricted Statistical Inference. New York NY: Wiley.
20. Roes, K. and Does, R. (1995) Shewhart-type charts in nonstandard situations (with discussion) Technometrics, 37, pp. 15-40. [CROSSREF] [CSA]
21. Runger, G. (1996) Projections and the U2 multivariate control chart Journal of Quality Technology, 28, pp. 313-319. [CSA]
22. Runger, G. and Alt, F. (1996) Choosing principal components for multivariate statistical process control Communications in Statistics: Theory and Methods, 25, pp. 909-922. [CSA]
23. Runger, G. and Alt, F. and Montgomery, D. (1996) Contributors to a multivariate statistical process control chart signal Communications in Statistics: Theory and Methods, 25, pp. 2203-2213.[CSA]
24. Runger, G. and Fowler, J. (1998) Run-to-run control charts with contrasts Quality and Reliability Engineering International, 14, pp. 261-272. [CROSSREF] [CSA]
25. Runger, G. and Montgomery, D. (1997) Multivariate and univariate process control: Geometry and shift directions Quality and Reliability Engineering International, 13, pp. 153-158. [CROSSREF] [CSA]
26. Runger, G. and Prabhu, S. (1996) A Markov chain model for the multivariate exponentially weighted moving averages control chart Journal of the American Statistical Association, 91, pp. 1701-1706. [CROSSREF] [CSA]
27. Runger, G. and Testik, M. (2004) Multivariate extensions to CUSUM control charts Quality and Reliability Engineering International, 20, pp. 587-606. [CROSSREF] [CSA]
28. Scranton, R. and Runger, G. and Keats, J. and Montgomery, D. (1996) Efficient shift detection using multivariate exponentially weighted moving average control charts and principal components Quality and Reliability Engineering International, 12, pp. 165-171. [CROSSREF] [CSA]
29. Tang, D. and Gnecco, C. and Geller, N. (1989) An approximate likelihood ratio test for a normal mean vector with nonnegative components with applications to clinical trials Biometrika, 76, pp. 577-583. [CROSSREF] [CSA]
30. 2-type statistic Journal of Multivariate Analysis, 66, pp. 64-70. [CROSSREF] [CSA]