12 - Referências Bibliográficas

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[1] ISO 22514-1 (2014).  Statistical methods in process management — Capability and performance. Part 1: General principles and concepts. Second Edtion.

[2] ISO 22514-2 (2017).  Statistical methods in process management — Capability and performance. Part 2: Process capability and performance of time-dependent process models. Second Edtion.

[3] Douglas C. Montgomery - Introduction to Statistical Quality Control, John Wiley and Sons, 1985.

[4] Ahmed, S. E. and Rahbar, M. H. (2001) - Inference Concerning about a process capability, In: Ahsanullah, M., Kennyon, J., Sarkar, S. K. (Eds.), Applied Statistical Science, Nova, New York, pg. 119-131.

[5] Ahmed, S. E. (2005) - Assessing the process capability index for non-normal process, Journal of Statistical Planning and Inference, 129, pg. 195-206.

[6] AIAG (Automotive Industry Action Group) (2005) - Statistical Process Control, Reference Manual, www.aiag.org.

[7] Bittanti, S., Lovera, M. and Moiraghi, L. (1998) - Application of Non-Normal Process Capability Indices to Semicondutor Quality Control, IEEE Transactions on semicondutor Manufacturing, 11, pg. 296-302.

[8] Chan, L. K., Cheng S. W. and Spiring, F. A. (1988a) - The robustness of process capability index Cp to departures from normality, Statistical theory and Dadta Analysis, II, ed. K. Matusita, North-Holland, Amsterdam, pg. 223-229.

[9] Crosier, R. B. (1988) - Multivariate Generalization of Cumulative Sum Quality Control Scheme, Technometrics, 30, pg. 291-303.

[10] Herman, J. T. (1989) - Capability Index - Enough for Process Industries?, Transactions of the ASQC Quality Congress, Toronto, pg. 670-675.

[11] Hotelling, H. (1947) - Multivariate Quality Control, Techniques of Statistical Analysis (C. Eisenhart, M. Hastay, and W. A. Wallis, eds.), McGraw-Hill, New York, NY, pg. 111-184.

[12] Juran, J. M. and Gryna F. M. (1980) - Quality Planning and Analysis, dnd ed. McGraw - Hill, New York, pg. 283-295.

[13] Mason R. L. and Young, J. C. (1999) - Improving the Sensitivity of the T2 Statistic in Multivariate Process Control, J. of Quality Technology, 31, pg. 155-165.

[14] Padgett, W. J. and Sengupta, A. (1996) - Performance of Process Capability Indices for Weibull and Lognormal Distributions or Autoregressive Process, Internationa Journal of Reliability, Quality and Safety Engineering, 3, pg. 217-229.

[15] Pamer, K. and Tsui, K. L. (1999). A Review and Interpretations of Process Capability Indices, Annals of Operations Research. 87, pp. 31-47.

[16] Pearn, W. L. and Chen, K. S. (1998) - New generalizations of the process capability index Cpk, J. Applied Stat , 25(6), pg. 801-810.

[17] Shahriari, H., Hubele, N. F. and Lawrence F. P. (1995) - A Multivariate Process Capability Vector, Proceedings of the 4th Industrial Research Conference, Institute of Industrial Engineers, pg. 304-309.

[18] Somerville, S. E. and Montgomery, D. C. (1996) - Process Capability indices and nonnormal ditribution, Qual. Engng, (9), pp. 305-316.

[19]Slifker, J. F., & Shapiro, S. S. (1980). The Johnson system: selection and parameter estimation. Technometrics, 22(2), 239-246.

[20]Box, G. E., & Cox, D. R. (1964). An analysis of transformations. Journal of the Royal Statistical Society. Series B (Methodological), 211-252.

 

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