References
- ANSI/ASQC Standard A2-1987. (1987). Terms, Symbols, and Definitions for Acceptance Sampling. Milwaukee, WI: American Society for Quality Control.
- Aslam, M., Jun, C.H., Lio, Y., Ahmad, M., Rasool, M. (2011). Group acceptance sampling plans for resubmitted lots under Burr type XII distributions. Journal of Chinese Institute of Industrial Engineers 28:606–615.
- Aslam, M., Balamurali, S., Jun, C.-H., Ahmad, M. (2012). Bayesian sampling inspection for resubmitted lots under gamma-poisson distribution. Research Journal of Applied Sciences, Engineering and Technology 4(23):5171–5176.
- Aslam, M., Wu, C.-W., Azam, M., Jun, C.-H. (2013). Variables sampling inspection for resubmitted lots based on process capability index Cpk for normally distributed items. Applied Mathematical Modeling 37:667–675.
- Baillie, D.H. (1992). Double sampling plans for inspection by variables when the process standard deviation is unknown. International Journal of Quality and Reliability Management 9:59–70.
- Balamurali, S., Park, H., Jun, C.H., Kim, K.J., Lee, J. (2005). Designing of variables repetitive group sampling plan involving minimum average sample number. Communications in Statistics-Simulation and Computation 34:799–809.
- Bravo, P.C., Wetherill, G.B. (1980). The matching of sampling plans and the design of double sampling plans. Journal of the Royal Statistical Society A 143:49–67.
- Bruhn-Suhr, M., Krumbholz, W. (1990). A new variable sampling plan for normally distributed lots with unknown standard deviation and double specification limits. Statistical Papers 31:195–207.
- Chen, J., Lam, Y. (1999). Bayesian variable sampling plan for Weibull distribution with type I censoring. Mathematicae Applicatae Sinica 15(3):269–280.
- Das, N.G., Mitra, S.K. (1964). Effect of non-normality on plans for sampling inspection by variables. Sankhya: The Indian Journal Statistics Series A 26:169–176.
- Duncan, A.J. (1986). Quality Control and Industrial Statistics. 5th ed. Homewood, Illinois: Richard D. Irwin.
- Govindaraju, K., Balamurali, S. (1998). Chain sampling plan for variables inspection. Journal of Applied Statistics 25:103–109.
- Govindaraju, K., Ganesalingam, S. (1997). Sampling inspection for resubmitted lots. Communications in Statistics-Simulation and Computation 26:1163–1176.
- Govindaraju, K., Soundararajan, V. (1986). Selection of single sampling plans for variables matching the MIL-STD 105 scheme. Journal of Quality Technology 18:234–238.
- Hamaker, H.C. (1979). Acceptance sampling for percent defective by variables and by attributes. Journal of Quality Technology 11:139–148.
- Hamilton, D.C., Lesperance, M.L. (1995). A comparison of methods for univariate and multivariate acceptance sampling by variables. Technometrics 37:329–339.
- Kocherlakotan, S., Balakrishnan, N. (1986). One and two sided sampling plans based on the exponential distribution. Naval Research Logistics 33(3):513–522.
- Lam, Y. (1994). Bayesian variable sampling plan for exponential distribution with type I censoring. Annals of Statistics 22(2):696–711.
- Lieberman, G.J., Resnikoff, G.J. (1955). Sampling plans for inspection by variables. Journal of the American Statistical Association 50:72–75.
- Montgomery, D.C. (1985). The effect of non-normality on variables sampling plans. Naval Research Logistics Quarterly 32:27–33.
- Nocedal, J., Wright, S.J. (1999). Numerical Optimization. New York: Springer.
- Owen, D.B. (1967). Variables sampling plans based on the normal distribution. Technometrics 9:417–423.
- Owen, D.B. (1969). Summary of recent work on variables acceptance sampling with emphasis on non-normality. Technometrics 11:631–637.
- Pearn, W.L., Wu, C.-W. (2006). Critical acceptance values and sample sizes of a variables sampling plan for very low fraction of defectives. Omega 34:90–101.
- Pearn, W.L., Wu, C.-W. (2007). An effective decision making method for product acceptance. Omega 35:12–21.
- Sahli, A., Trecourt, P., Robin, S. (1997). One sided acceptance sampling by variables: The case of the laplace distribution. Communications in Statistics-Theory and Methods 26(11):2817–2834.
- Schilling, E.G. (1982). Acceptance Sampling in Quality Control. New York: Marcel Dekker.
- Schneider, H., Wilrich, P. (1981). The robustness of sampling plans for inspection by variables. Computational Statistics: Wolfgang Wetzel Zur Vollendung Seines 60:281–295.
- Singh, H.R. (1966). Producer and consumer risks in non-normal populations. Technometrics 8:335–343.
- Sommers, D.J. (1981). Two-point double variables sampling plans. Journal of Quality Technology 13:25–30.
- Spiegelhalter, D.J. (1977). A test for normality against symmetric alternatives. Biometrika 64:415–418.
- Srivastava, A.B. L. (1961). Variables sampling inspection for non-normal samples. Journal of Science and Engineering Research 5:145–152.
- Suresh, R.P., Ramanathan, T.V. (1997). Acceptance sampling plans by variables for a class of symmetric distributions. Communications in Statistics-Simulation and Computation 26(4):379–391.
- Takagi, K. (1972). On designing unknown sigma sampling plans based on a wide class of non-normal distributions. Technometrics 14:669–678.
- Wu, C.-W., Aslam, M., Jun, C.-H. (2012). Variables sampling inspection scheme for resubmitted lots based on process capability index Cpk. European Journal of Operational Research 217:560–566.
- Zimmer, W.J., Burr, I.W. (1963). Variables sampling plans based on non-normal populations. Industrial Quality Control 20(1):18–26.