References
- Chan , L. K. , Cheng , S. W. , Spiring , F. A. ( 1988 ). A new measure of process capability C pm . Journal of Quality Technology 20 ( 3 ): 162 – 175 .
- Chang , P. L. , Lu , K. H. ( 1994 ). PCI calculations for any shape of distribution with percentile . Quality World . Technical section (September) : 110 – 114 .
- Clements , J. A. ( 1989 ). Process capability calculations for non normal distributions . Quality Progress 22 ( 9 ): 95 – 100 .
- Gruska , G. F. , Mirkhani , K. , Lamberson , L. R. ( 1989 ). Non Normal Data Analysis . St. Clair Shores , Michigan : Applied Computer Solutions, Inc .
- Kane , V. E. ( 1986 ). Process capability indices . Journal of Quality Technology 18 ( 1 ): 41 – 52 .
- Kotz , S. , Johnson , N. L. ( 1993 ). Process Capability Indices . London : Chapman & Hall .
- Kotz , S. , Lovelace , C. ( 1998 ). Process Capability Indices in Theory and Practice . London , U.K : Arnold .
- Kotz , S. , Johnson , N. L. ( 2002 ). Process capability indices–a review, 1992–2000 . Journal of Quality Technology 34 ( 1 ): 1 – 19 .
- Kotz , S. , Pearn , W. L. , Johnson , N. L. ( 1993 ). Some process capability indices are more reliable than one might think . Journal of the Royal Statistical Society C 42 ( 1 ): 55 – 62 .
- Pearn , W. L. , Kotz , S. (1994–95) . Application of Clement' method for calculation second and third generation process capability indices for non normal Pearsonian populations . Quality Engineering 7 ( 1 ): 139 – 145 .
- Pearn , W. L. , Chen , K. S. ( 1997 ). Capability indices for non normal distributions with an application in electrolytic capacitor manufacturing . Microelectronics and Reliability 37 ( 12 ): 1853 – 1858 .
- Pearn , W. L. , Kotz , S. , Johnson , N. L. (1992). Distributional and inferential properties of process capability indices. Journal of Quality Technology 24(4):216–231.
- Pearn , W. L. , Lin , G. H. , Chen , K. S. ( 1998 ). Distributional and inferential properties of process accuracy and process precision indices . Communications in Statistics: Theory & Method 27 ( 4 ): 985 – 1000 .
- Polansky , A. M. ( 1998 ). A smooth nonparametric approach to process capability . Quality and Reliability Engineering International 14 : 43 – 48 .
- Sarkar , A. , Pal , S. ( 1997 ). Estimation of process capability index for concentricity . Quality Engineering 9 ( 4 ): 665 – 671 .
- Schneider , H. , Pruett , J. , Lagrange , C. ( 1995 ). Uses of process capability indices in the supplier certification process . Quality Engineering 8 ( 2 ): 225 – 235 .
- Somerville , S. E. , Montgomery , D. C. (1996–97) . Process capability indices and non normal distributions . Quality Engineering 9 : 305 – 316 .
- Vännman , K. ( 1995 ). A unified approach to capability indices . Statistica Sinica 5 : 805 – 820 .
- Wichmann , B. A. , Hill , I. D. ( 1987 ). Programming insight: building a random number generator . Byte 12 ( 3 ): 127 – 128 .
- Zwick , D. ( 1995 ). A hybrid method for fitting distributions to data and its use in computing process capability indices . Quality Engineering 7 ( 3 ): 601 – 613 .