References
- Balamurali, S. (1999). Modified two level continuous sampling plans. Economic Quality Control, 14, 123–133.
- Balamurali, S. and Govindaraju, K. (2000). Modified tightened two level continuous sampling plans. Journal of Applied Statistics, 27, 397–409.
- Bourke, P. D. (2002). A continuous sampling plan using CUSUMs. Journal of Applied Statistics, 29(8), 1121–1133.
- Bourke, P. D. (2003). A continuous sampling plan using sums of conforming run-lengths. Quality and Reliability Engineering International, 19(1), 53–66.
- Brugger, R. M. (1972). A simplification of the Markov chain approach to continuous plan formulation. Report No. QEM 21-230-12, Ammunition Procurement and Supply Agency. Joliet, Illinois.
- Derman, C., Littauer, S. and Solomon, H. (1957). Tightened multi-level continuous sampling plans. Annals of Mathematical Statistics, 28(2), 395–404.
- Dodge, H. F. (1943). A sampling inspection plan for continuous production. Annals of Mathematical Statistics, 14(3), 264–279.
- Dodge, H. F. and Torrey, M. N. (1951). Additional continuous sampling inspection plans. Industrial Quality Control, 7(5), 7–12.
- Fordice, J. J. (1972). A tightened multi-level continuous sampling plan, CSP-T. Report No. QEM21-230-10, Ammunition Procurement and Supply Agency. Joliet, Illinois.
- Govindaraju, K. and Balamurali, S. (1998). Tightened single level continuous sampling plan. Journal of Applied Statistics, 25(4), 451–461.
- Govindaraju, K. and Kandasamy, C. (2000). Design of generalized CSP-C continuous sampling plan. Journal of Applied Statistics, 25, 829–841.
- Guthrie, D., and Johns, M. (1958). Alternative sequences of sampling rates for tightened multi-level continuous sampling plans. Technical Report No.36, Applied Mathematical and Statistics Laboratory, Stanford University. Stanford, California.
- Hillier, F. S. (1964). New criteria for selecting continuous sampling plans. Technometrics, 6, 161–178.
- Karlin, S. (1966). A First Course in Stochastic Processes. New York Academic Press.
- Lasater, H. A. (1970). On the Robustness of a Class of Continuous Sampling Plans Under Certain Types of Process Models. Ph.D Dissertation, Rutgers University, New Brunswick, NJ.
- Lieberman, G. J. and Solomon, H. (1955). Multi-level continuous sampling plans. Annals of Mathematical Statistics, 26(4), 686–704.
- Murphy, R. B. (1959). Stopping rules with CSP-1 sampling plans in continuous production. Industrial Quality Control, 19, 2–12.
- 18. Roberts, S. W. (1965). States of Markov chains for evaluating continuous sampling plans. Transactions of the 17 Annual All Day Conference on Quality Control, Metropolitan Section ASQC & Rutgers University, NJ, 106–111.
- Sackrowitz, H. (1972). Alternative multi-level continuous sampling plans. Technometrics, 14(3), 645–652.
- Stephens, K. S. (1979). How to Perform Continuous Sampling (CSP). Vol.2, ASQC Basic References in Quality Control, Statistical Techniques, American Society for Quality Control. Milwaukee, WI.
- White, L. S. (1965). Markovian decision model for the evaluation of a large class of continuous sampling inspection plans. Annals of Mathematical Statistics, 36, 1408–1420.