Reference: [1] Grundman R. A., & Ecanow B, Tablet Acceptance by a Double Sampling Plan. Journal of Pharmaceutical Sciences, 53(12), 1964,1526–1530. [2] Helmut Schneider. Performance of Variable Sampling Plans When the Normal Distribution is Truncated. Directorate of Mathematical & Information Sciences, 1984, Mimeo Series No-1559. [3] Anup Majumdar, Systems of Double Sampling Plans for Fixed Sample Sizes, Calcutta Statistical Association Bulletin, 34(4), 1985, 233-236 [4] Dr. Jorge & Dr. Romeu, Operating Characteristic (OC) functions and Acceptance sampling plans, Selected Topics in Assurance Related Technologies, 11(8), 2004, 1-8. [5] Wolf Krumbholz & Andreas Rohr, The Operating Characteristic of Double Sampling Plans by Variables When the Standard Deviation is Unknown. Allgemeines Statistisches Archiv, 90, 2004, 233-251. [6] Pearn W.L & Chein–Wei Wu, Critical Acceptance Values and Sample Sizes of a Variables Sampling Plan for Very Low Fraction of Defectives. The International Journal of Management Science, 34(1), 2006, 90-101. [7] Suresh R. P., & Ramanathan T.V, Acceptance sampling plans by variables for a class of symmetric distributions, Communications in Statistics - Simulation and Computation. 26(4), 2007, 1379-1391. [8] Radhakrishnan. R & Sivakumaran P.K, Construction of Double Sampling Plans through Six Sigma Quality Levels, International Journal of Computational Science and Mathematics. 4(1), 2009, 63-68. [9] Erdal Aydemir & Mehmet Onur Olgun, An Application of and Double Acceptance Sampling Plans for a Manufacturing System. Journal of Engineering Science and Design, 1(2),2010, 65-71. [10] Radhakrishnan R., & Pratheeba, S, Construction of Double Sampling Plan Indexed through Average Quality Level. International Journal of Computational Science and Mathematics. 4(1), 2012, 63-68. [11] Geetha Sathya Narayanan & Vijayaraghavan Rajarathinam, A Procedure for the Selection of Single Sampling Plans by Variables Based on Pareto Distribution, Journal of Quality and Reliability Engineering, 2013, 1-5. [12] Govindaraju K., & Kissling R, Sampling plans for beta distributed compositional fractions. Chemometrics and Intelligent Laboratory Systems, 151 (2016), 2016, 103–107. [13] Mujahida Sayyed, variable sampling plan for correlated data. International Journal of Scientific Research in Mathematical and Statistical Sciences, 3(2), 2016, 9-12. [14] Kaviayarasu V & Devika V, Designing of Special Type of Double Sampling Plan for Compliance Testing through Generalized Poisson Distribution. International Journal of Pure and Applied Mathematics,117(12), 2017, 7-17. [15] Kaviayarasu V & Devika, V, Optimization of Special Type Double Sampling Plan using Generalized Poisson Distribution through Minimum Angle Method, International Journal of Statistics and Applied Mathematics, 3(6), 2018, 10-13. [16] William C. Guenther, A Procedure for Finding Double Sampling Plans for Attributes. Journal of Quality Technology, 2(4), 2018, 219-225. [17] Shalini K & Sheik Abdullah A, Designing Double Sampling Plans under the Conditions of Zero-Inflated Poisson Distribution. Journal of Emerging Technologies and Innovative Research, 5(12), 2018, 529-534. [18] Ikuo Arizono, Kazunori Yoshimoto, & et.al, Variable Stage-Independent Double Sampling Plan with Screening for Acceptance Quality Loss Limit Inspection Scheme, International Journal of Production Research, 58(8), 2019, 2550-2559. [19] M. Sridhar Babu et al., Double-Acceptance Sampling Plan for Exponentiated Fréchet Distribution with Known Shape Parameters, Mathematical Problems in Engineering, 2021, 1-9. [20] Vijayaraghavan R, & Pavithra A, Selection of Single Sampling Plans by Variables Based on Generalized Beta Distribution. Reliability analysis of a maintenance schedule, 17(2), 2022, 136-150. [21] Sangeetha V & Karunya K.S, A Design for Special Type Double Sampling Plan under Fuzzy Environment. International Journal of Applied Research, 8(5), 2022, 117-120. |