References
- Anderson , TW . 1963 . Asymptotic theory for principal component analysis . Ann. Math. Stat. , 34 : 122 – 148 .
- Boyles , RA . 1991 . The Taguchi capability index . J. Qual. Technol. , 23 : 17 – 26 .
- Chan , LK , Cheng , SW and Spiring , FA . 1991 . A multivariate measure of process capability . J. Model. Simul. , 11 : 1 – 6 .
- Chen , H . 1994 . A multivariate process capability index over a rectangular solid tolerance zone . Stat. Sin. , 4 : 749 – 758 .
- Chen , KS , Pearn , WL and Lin , PC . 2003 . Capability measures for processes with multiple characteristics . Qual. Reliab. Engng Int. , 19 : 101 – 110 .
- Jackson , JE . 1980 . Principal component and factor analysis: part I―principal components . J. Qual. Technol. , 12 : 201 – 213 .
- Johnson , RA and Wichern , DE . 2002 . “ edition ” . In Applied Multivariate Statistical Analysis , fifth , 428 New Jersey : Prentice Hall .
- Kotz , S and Johnson , NL . 2002 . Process capability indices―a review, 1992–2000 . J. Qual. Technol. , 34 : 2 – 19 .
- Lee , JC , Hung , HN , Pearn , WL and Kueng , TL . 2002 . On the distribution of the estimated process yield index S pk . Qual. Reliab. Engng Int. , 18 : 111 – 116 .
- Pearn , WL , Kotz , S and Johnson , NL . 1992 . Distributional and inferential properties of process capability indices . J. Qual. Technol. , 24 : 216 – 231 .
- Shahriari , H , Hubele , NF and Lawrence , FP . 1995 . A multivariate process capability vector . Proceedings of the 4th Industrial Engineering Research Conference . 24–25 May 1995 , USA. pp. 304 – 309 . Norcross, Georgia : Institute of Industrial Engineers .
- Sultan , TI . 1986 . An acceptance chart for raw materials of two correlated properties . Quality Assurance , 12 : 70 – 72 .
- Taam , W , Subbaiah , P and Liddy , JW . 1993 . A note on multivariate capability indices . J. Appl. Stat. , 20 : 339 – 351 .
- Wang , FK . 1998 . Capability index using principal component analysis . Quality Engineering , 11 : 21 – 27 .
- Wang , FK and Du , TCT . 2000 . Using principal component analysis in process performance for multivariate data . Omega, Int. J. Manag. Sci. , 28 : 185 – 194 .