REFERENCES
- Boyles , R. A. 1991 . The Taguchi capability index . Journal of Quality Technology , 23 : 17 – 26 .
- Boyles , R. A. 1994 . Process capability with asymmetric tolerances . Communications in Statistics: Simulation & Computation , 23 : 615 – 643 .
- Bothe , D. R. 1999 . A capability index for multiple process streams . Quality Engineering , 11 ( 4 ) : 613 – 618 .
- Castagliola , P. 1996 . Evaluation of non-normal process capability indices sing Burr's distributions . Quality Engineering , 8 : 587 – 593 .
- Chan , L. K. , Cheng , S. W. and Spiring , F. A. 1988 . Process capability indices for skewed populations . Journal of Quality Technology , 20 ( 3 ) : 162 – 175 .
- Chang , Y. S. , Choi , I. S. and Bai , A. D. S. 2002 . Process capability indices for skewed populations . Quality & Reliability Engineering International , 18 : 383 – 393 .
- Chen , K. S. 1998 . Incapability index with asymmetric tolerances . Statistica Sinica , 8 ( 1 ) : 253 – 262 .
- Chen , K. S. and Pearn , W. L. 1997 . An application of non-normal process capability indices . Quality & Reliability Engineering International , 13 : 355 – 360 .
- Chen , K. S. , Pearn , W. L. and Lin , P. C. 1999 . A new generalization of the capability index C pm for asymmetric tolerances . International Journal of Reliability, Quality & Safety Engineering , 6 ( 4 ) : 383 – 398 .
- Chen , S. M. and Hsu , N. F. 1995 . The asymptotic distribution of the process capability index C pmk . Communications in Statistics: Theory & Methods , 24 : 1279 – 1291 .
- Choi , B. C. and Owen , D. B. 1990 . A study of a new capability index . Communications in Statistics: Theory & Methods , 19 : 1231 – 1245 .
- Chou , Y. M. , Owen , D. B. and Borrego , A. S. 1990 . Lower confidence limits on process capability indices . Journal of Quality Technology , 22 : 223 – 229 .
- Chou , Y. M. 1994 . Selecting a better supplier by testing process capability indices . Quality Engineering , 6 ( 3 ) : 427 – 438 .
- Chou , Y. M. , Polansky , A. M. and Mason , R. L. 1998 . Transforming non-normal data to normality in statistical process control . Journal of Quality Technology , 30 ( 2 ) : 133 – 141 .
- Clements , J. A. 1989 . Process capability calculations for non-normal distributions . Quality Progress , 22 ( 9 ) : 95 – 100 .
- Deleryd , M. 1996 . Process capability indices in theory and practices Division of Quality Technology and Statistics, Luleå University of Technology . Licentiate Thesis
- Deleryd , M. and Vännman , K. 1999 . Process capability plots—a quality improvement tool . Quality & Reliability Engineering International , 15 : 213 – 227 .
- Finley , J. C. 1992 . What is capability? Or what is C p and C pk . ASQC Quality Congress Transactions, Nashville , : 186 – 191 .
- Franklin , L. A. and Wasserman , G. S. 1992 . Bootstrap lower confidence limits for capability indices . Journal of Quality Technology , 24 ( 4 ) : 196 – 210 .
- Gabel , S. H. 1990 . “ Process performance chart ” . In ASQC Quality Congress Transactions 683 – 688 . San Francisco, CA
- Harry , M. J. 1988 . The Nature of Six-Sigma Quality. Schaumburg, Illinois : Motorola Inc. .
- Hoskins , J. , Stuart , B. and Taylor , J. 1988 . A Motorola commitment: a six-sigma mandate . The Motorola Guide, to Statistical Process Control for Continuous Improvement Towards Six-Sigma Quality ,
- Hoffman , L. L. 2001 . Obtaining confidence intervals for C pk using percentiles of the distribution of Cp . Quality & Reliability Engineering International , 17 ( 2 ) : 113 – 118 .
- Jessenberger , J. and Weihs , C. 2000 . A note on the behavior of Cpmk with asymmetric specification limits . Journal of Quality Technology , 32 ( 4 ) : 440 – 443 .
- Johnson , N. L. , Kotz , S. and Pearn , W. L. 1994 . Flexible process capability indices . Pakistan Journal of Statistics , 10 ( 1 ) : 23 – 31 .
- Kane , V. E. 1986 . Process capability indices . Journal of Quality Technology , 18 ( 1 ) : 41 – 52 .
- Kirmani , S. N. U. A. , Kocherlakota , K. and Kocherlakota , S. 1991 . Estimation of σ and the process capability index based on subsamples . Communications in Statistics: Theory & Methods , 20 : 275 – 291 .
- Kotz , S. and Johnson , N. L. 1993 . Process Capability Indices London : Chapman & Hall .
- Kotz , S. and Johnson , N. L. 2002 . Process capability indices—a review, 1992–2000 . Journal of Quality Technology , 34 ( 1 ) : 1 – 19 .
- Kotz , S. and Lovelace , C. 1998 . Process Capability Indices in Theory and Practice Arnold, London, , U.K.
- Kotz , S. , Pearn , W. L. and 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 .
- Kushler , R. and Hurley , P. 1992 . Confidence bounds for capability indices . Journal of Quality Technology , 24 : 188 – 195 .
- Leone , F. C. , Nelson , L. S. and Nottingham , R. B. 1961 . The folded normal distribution . Technometrics , 3 : 543 – 550 .
- Li , H. , Owen , D. B. and Borrego , A. S. A. 1990 . Lower confidence limits on process capability indices based on the range . Communications in Statistics: Simulation & Computation , 19 ( 1 ) : 1 – 24 .
- Montgomery , D. C. 2001 . Introduction to Statistical Quality Control, () , 4th Edition New York : Wiley .
- Nagata , Y. and Nagahata , H. 1994 . Approximation formulas for the lower confidence limits of process capability indices . Okayama Economic Review , 25 : 301 – 314 .
- Noguera , J. and Nielsen , T. 1992 . Implementing six sigma for interconnect technology . ASQC Quality Congress Transactions , : 538 – 544 . Nashville
- Pearn , W. L. and Chen , K. S. 1997 . Multiprocess performance analysis: a case study . Quality Engineering , 10 ( 1 ) : 1 – 8 .
- Pearn , W. L. and Chen , K. S. 1997 . Capability indices for non-normal distributions with an application in electrolytic capacitor manufacturing . Microelectronics Reliability , 37 ( 12 ) : 1853 – 1858 .
- Pearn , W. L. and Chen , K. S. 1998 . New generalization of process capability index C pk . Journal of Applied Statistics , 25 ( 6 ) : 801 – 810 .
- Pearn , W. L. , Chen , K. S. and Lin , P. C. 1999 . The probability density function of the estimated process capability index C pk . Far East Journal of Theoretical Statistics , 3 ( 1 ) : 67 – 80 .
- Pearn , W. L. , Chen , K. S. and Lin , P. C. 1999 . On the generalizations of the capability index Cpk for asymmetric tolerances . Far East Journal of Theoretical Statistics , 3 ( 1 ) : 47 – 66 .
- Pearn , W. L. and Kotz , S. 1994-95 . Application of Clements' method for calculation second and third generation process capability indices for non-normal Pearsonian populations . Quality Engineering , 7 ( 1 ) : 139 – 145 .
- Pearn , W. L. , Kotz , S. and 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. and Chen , K. S. 1998 . Distributional and inferential properties of process accuracy and process precision indices . Communications in Statistics: Theory & Method , 27 ( 4 ) : 985 – 1000 .
- Pearn , W. L. and Lin , P. C. 2002 . Computer program for calculating the p-value in testing process capability Index Cpmk . Quality & Reliability Engineering International , 18 ( 4 ) : 333 – 342 .
- Pearn , W. L. and Shu , M. H. 2003a . Lower confidence bounds with sample size information for C pm applied to production yield assurance . International Journal of Production Research , 41 ( 15 ) : 3581 – 3599 .
- Pearn , W. L. and Shu , M. H. 2003 . Manufacturing capability control for multiple power distribution switch processes based on modified Cpk MPPAC . Microelectronics Reliability , 43 ( 6 ) : 963 – 975 .
- Rado , L. G. 1989 . Enhance product development by using capability indexes . Quality Progress , 22 ( 4 ) : 38 – 41 . April
- Ruczinski , I. 1996 . The relation between C pm and the degree of includence Würzberg, , Germany : University of Würzberg . Doctoral Dissertation
- Shore , H. 1998 . A new approach to analysing non-normal quality data with application to process capability analysis . International Journal of Production Research , 36 : 1917 – 1933 .
- Singhal , S. C. 1990 . A new chart for analyzing multiprocess performance . Quality Engineering , 2 ( 4 ) : 379 – 390 .
- Singhal , S. C. 1991 . Multiprocess performance analysis chart (MPPAC) with Capability Zones . Quality Engineering , 4 ( 1 ) : 75 – 81 .
- Spiring , F. A . 1989 . “ An application of Cpm to the tool-wear problem ” . In ASQC Quality Congress Transactions 123 – 128 . Toronto
- Spiring , F. , Leung , B. , Cheng , S. and Yeung , A. 2003 . A bibliography of process capability papers . Quality & Reliability Engineering International , 19 ( 5 ) : 445 – 460 .
- Somerville , S. E. and Montgomery , D. C. 1996-97 . Process capability indices and non-normal distributions . Quality Engineering , 9 : 305 – 316 .
- Tang , L. C. , Than , S. E. and Ang , B. W. 1997 . A graphical approach to obtaining confidence limits of C pk . Quality & Reliability Engineering International , 13 : 337 – 346 .
- Tang , L. C and Than , S. E. 1999 . Computing process capability indices for non-normal data: a review and comparative study . Quality & Reliability Engineering International , 15 : 339 – 353 .
- Tseng , S. T. and Wu , T. Y. 1991 . Selecting the best manufacturing process . Journal of Quality Technology , 23 : 53 – 62 .
- Vännman , K. 1995 . A unified approach to capability indices . Statistica Sinica , 5 : 805 – 820 .
- Vännman , K. 1997 . Distribution and moments in simplified form for a general class of capability indices . Communications in Statistics: Theory & Methods , 26 : 159 – 179 .
- Vännman , K. and Kotz , S. 1995 . A superstructure of capability indices distributional properties and implications . Scandinavian Journal of Statistics , 22 : 477 – 491 .
- Vännman , K. and Hubele , N. F. 2003 . Distributional properties of estimated capability indices based on sub-samples . Quality & Reliability Engineering International , 19 ( 2 ) : 111 – 128 .
- Wright , P. A. 1995 . A process capability index sensitive to skewness . Journal of Statistical Computation & Simulation , 52 : 195 – 203 .
- Wright , P. A. 1998 . The probability density function of process capability index C pmk . Communications in Statistics: Theory & Methods , 27 ( 7 ) : 1781 – 1789 .
- Wu , C. W. and Pearn , W. L. 2003 . Measuring manufacturing capability for couplers and wavelength division multiplexers . International Journal of Advanced Manufacturing Technology , To appear
- Zhang , N. F. 2001 . Combing process capability indices from a sequence of independent samples . International Journal of Production Research , 39 ( 13 ) : 2769 – 2781 .
- Zhang , N. F. , Stenback , G. A. and Wardrop , D. M. 1990 . Interval estimation of process capability index C pk . Communications in Statistics: Theory & Methods , 19 : 4455 – 4470 .