References
- V.E. Kane, Process capability indices, J. Quality Technology, 18, 1986, 41–52.
- J.M. Juran, Quality control handbook (New York: McGraw-Hill, 1974).
- L.K. Chan, S.W. Cheng, & F.A. Spiring, A new measure of process capability: Cprn, J. Quality Technology, 20, 1988, 162–175.
- L.K. Chan, S.W. Cheng, & F.A. Spiring, A graphical technique for process capability, ASQC Quality Congress Transactions, 42, 1988, 268–275.
- A.F. Bissel, How reliable is your capability index? Applied Statistics, 39, 1990, 331–341.
- R.A. Boyles, The Taguchi capability index, J. Quality Technology, 23, 1991, 17–26.
- W.L. Pearn, S. Kotz, & N.L. Johnson, Distributional and inferential properties of process capability indices, J. Quality Technology, 24, 1992, 216–231.
- R.N. Rodriguez, Recent development in process capability indices, J. Quality Technology, 24, 1992, 176–187.
- S. Kotz, W.L. Pearn, & N.L. Johnson, Some process capability indices are more reliable than one might think, Applied Statistics, 24, 1993, 216–231.
- K.Vännman, A unified approach to capability indices, Statistica Sinica, 5, 1995, 805–820.
- K.Vännman & S. Kotz, A superstructure of capability indices distributional properties and implications, Scandinavian Journal of Statistics, 22, 1995, 477–491.
- K.Vännman, A general class of capability indices in the case of asymmetric tolerances, Communications in Statistics: Theory and Methods, 26, 1997, 2049–2072.
- A.B. Yeh & S. Bhattacharya, A robust process capability index, Communications in Statistics: Simulation and Computation, 26, 1998, 565–589.
- S. Kotz & N.L. Johnson, Process capability indices (London: Chapman & Hall, 1993).
- L.K. Chan, S.W. Cheng, & F.A. Spiring, A multivariate measure of process capability: Cpm, Int. J. Modeling and Simulation, 11, 1991, 1–6.
- S.J. Littig, C.T. Lam, & S.M. Pollock, Process capability measurements for a bivariate characteristic over an elliptical tolerance zone, Technical Report No. 92–42, 1992, Department of Industrial and Operations Engineering, University of Michigan, Ann Arbor, MI.
- S. Kotz & C.R. Lovelace, Introduction to process capability indices: Theory and practice (London: Arnold, 1998).
- H. Chen, A multivariate process capability index over a rectangular solid tolerance zone, Statistica Sinica, 4, 1994, 749–758.
- J. Pickands III, Statistical inference using the extreme order statistics, Annals of Statistics, 3, 1975, 119–131.
- R.L. Smith, Estimating tails of probability distributions, Annals of Statistics, 15, 1987, 1174–1207.
- E.J. Gumbel, Statistics of extremes (New York: Columbia University Press, 1960).