Acceptance Sampling Based on the Inverse Rayleigh Distribution

Acceptance Sampling Plans from Life Tests Based on Percentiles of Half Normal Distribution

“…For a given value of the producer's risk, say , we are interested in knowing the value of to ensure that the producer's risk is less than or equal to if a sampling plan ( , , / ) is developed at a specified confidence level * . Thus, one needs to find the smallest value according to (10) as…”

“…Studies regarding truncated life tests can be found in Epstein [1], Sobel and Tischendrof [2], Goode and Kao [3], Gupta and Groll [4], Gupta [5], Fertig and Mann [6], Kantam and Rosaiah [7], Baklizi [8], Wu and Tsai [9], Rosaiah and Kantam [10], Rosaiah et al [11], Tsai and Wu [12], Balakrishnan et al [13], Srinivasa Rao et al [14], Srinivasa Rao et al [15], Aslam et al [16], and Srinivasa Rao et al [17]. All these authors designed acceptance sampling plans based on the mean life time under a truncated life test.…”

Reliability test plan based on Dagum distribution

“…Gupta and Groll [12] and Gupta [13] provided extensive tables on acceptance sampling plans for gamma, normal and log-normal distributions. Kantam and Rosaiah [14], Kantam et al [15], Rosaiah and Kantam [16], Balakrishnan et al [17] and Aslam and Shahbaz [18] provide the time truncated acceptance plans for half-logistics, log-logistics, Rayleigh, generalized Birnbaum-Saunders and generalized exponential distributions respectively. The primary purpose of this study is to develop reliability test plans to decide whether to accept or reject a submitted lot of products whose lifetime is assumed to be a Dagum distribution.…”

Truncated Life Test Plans for Economic Reliability Based on Four-Parametric Burr Distribution

“…Kantam developed a detailed study on life tests based on log-logistic distribution [2]. Rosaiah and Kantam used Inverse Rayleigh distribution to present acceptance sampling [3]. Kantam et al introduced economic reliability test plan for log-logistic distribution [4], and Aslam and Shahbaz considered generalized exponential distribution to explain economic reliability test plan [5].…”