Multiattribute acceptance sampling plans - Library(ISI Kolkata ...
Multiattribute acceptance sampling plans - Library(ISI Kolkata ...
Multiattribute acceptance sampling plans - Library(ISI Kolkata ...
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J., 8, 613-631; reprinted in Dodge, H. F. and Romig, H. G. (1959). “Sampling Inspection<br />
Tables”, 2nd edn, Wiley, New York.<br />
Dodge, H.F. and Romig, H. G. (1941). Single <strong>sampling</strong> and double <strong>sampling</strong> inspection<br />
tables. Bell Syst. Tech. J., 20, 1-61; reprinted in Dodge, H. F. and Romig, H. G. (1959).<br />
“Sampling Inspection Tables”, 2nd edn, Wiley, New York.<br />
Dodge, H. F. and Romig, H. G. (1959). “Sampling Inspection Tables”, 2nd edn, Wiley, New<br />
York (1st edn, 1944).<br />
Gitlow, H. S., Gitlow, S. J. and Oppenheim, J. and Oppenheim, R. (1991). “Tools and<br />
Methods for the Improvement of Quality”, Irwin Publishers, Homewood, I L:, Chapter 16.<br />
Golub, A. (1953). Designing single-<strong>sampling</strong> inspection <strong>plans</strong> when the sample size is fixed.<br />
J. Amer. Statist. Assoc., 48, 278-288.<br />
Grubbs, F. E. (1949). On designing single <strong>sampling</strong> inspection <strong>plans</strong>. Ann. Math. Statist.,<br />
20, 242-256.<br />
Guthrie, D. and Johns, M. V.(1959). Bayes <strong>acceptance</strong> <strong>sampling</strong> procedures for large lots.<br />
Ann. Math.Statist., 30, 896-925.<br />
Hald, A. (1960). The compound hypergeometric distribution and a system of single <strong>sampling</strong><br />
inspection <strong>plans</strong> based on prior distributions and costs. Technometrics, 2, 275-340.<br />
Hald, A. (1964). Efficiency of <strong>sampling</strong> inspection <strong>plans</strong> for attributes. Bull. Inst. Intern.<br />
Statist., 40, 681-697.<br />
Hald, A. (1965). Bayesian single <strong>sampling</strong> attribute <strong>plans</strong> for discrete prior distributions.<br />
Mat. Fys. Skr. Dan. Vid. Selsk., 3, no. 2. Munksgaard, Copenhagen.<br />
Hald, A. (1967). Asymptotic properties of Bayesian single <strong>sampling</strong> <strong>plans</strong>. J. Roy. Statist.<br />
Soc. B, 29, 162-173 and Corrigenda, 586.<br />
Hald, A. (1968). Bayesian single <strong>sampling</strong> attribute <strong>plans</strong> for continuous prior distributions.<br />
Technometrics, 10, 667-683.<br />
Hald, A. (1977). A note on the determination of attribute <strong>sampling</strong> <strong>plans</strong> of given strength.<br />
Technometrics, 19, 211-212.<br />
Hald, A. (1981). “Statistical theory of Sampling Inspection by Attributes”, ACADEMIC<br />
PRESS INC., New York.<br />
Hald, A. and Keiding, N. (1969 and 1972). Asymptotic properties of Bayesian decision rules<br />
for two terminal decisions and multiple <strong>sampling</strong>. I and II. J.Roy. Statist. Soc. B. 31,<br />
445-471 and 34, 55-74.<br />
Hald, A. and Kousgaard, E. (1966). A table for solving the equation B(c, n, p) = P for<br />
c = 0(1)100 and 15 values of P. Mat. Fys. Skr. Dan. Vid. Selsk. , 3, no. 4., Munksgaard,<br />
141