References:
[1] Weber, C.A., Current, J.R. and Benton, W. “Vendor selection criteria and methods”,European Journal of Operational Research, 50, pp.2-18 (1991).
[2] Olhager, J. and Selldin, E. “Supply chain management survey of Swedish manufacturing firms”, International Journal of Production Economics, 89, pp. 353- 361 (2004).
[3] Montgomery, D.C. Introduction to statistical quality control: John Wiley & Sons, New York (2007).
[4] Wang, F.K. “The difference test statistic for two suppliers with linear profiles”, Quality and Reliability Engineering International, 32, pp. 69-78 (2016).
[5] Daniels, L., Edgar, B., Burdick, R.K. and Hubele, N.F. “Using confidence intervals to compare process capability indices”, Quality Engineering, 17, pp. 23-32 (2004).
[6] Hubele, N.F., Berrado, A. and Gel, E.S. “A Wald test for comparing multiple capability indices”, Journal of Quality Technology, 37, pp. 304-307 (2005).
[7] Polansky, A.M. “Permutation methods for comparing process capabilities”, Journal of Quality Technology, 38, pp. 254-266 (2006).
[8] Lin, C.J. and Pearn, W. “Process selection for higher production yield based on capability index Spk”, Quality and Reliability Engineering International, 26, pp.247-258. (2010).
[9] Wu, C.-W., Liao, M.-Y. and Yang, T.-T. “Efficient methods for comparing two process yields–strategies on supplier selection”, International Journal of Production Research, 51, pp. 1587-1602. (2013).
[10] Lin, C.-J. and Pearn, W.L. “Group selection for production yield among k manufacturing lines”, Journal of Statistical Planning and Inference, 141, pp. 1510- 1518 (2011).
[11] Lin, C. J. and Kuo, H.H. “Multiple comparisons with the best for supplier selection”, Quality and Reliability Engineering International, 30, pp. 1083-1092. (2014).
[12] Woodall, W.H. “Current research on profile monitoring”, Produção, 17, pp. 420-425 (2007).
[13] Noorossana, R., Saghaei, A. and Amiri, A. Statistical analysis of profile monitoring: John Wiley & Sons; (2012).
[14] Hosseinifard, S.Z. and Abbasi, B. “Evaluation of process capability indices of linear profiles”, International Journal of Quality & Reliability Management, 29, pp. 162- 176 (2012).
[15] Hosseinifard, S.Z. and Abbasi, B. “Process capability analysis in non normal linear regression profiles”, Communications in Statistics-Simulation and Computation, 41,
pp. 1761-1784. (2012).
[16] Ebadi, M. and Amiri, A. “Evaluation of process capability in multivariate simple linear profiles”, Scientia Iranica, 19, pp. 1960-1968. (2012).
[17] Ebadi, M. and Shahriari, H. “A process capability index for simple linear profile”, The International Journal of Advanced Manufacturing Technology, 64, pp. 857-865 (2013).
[18] Wang, F.K. “A process yield for simple linear profiles”, Quality Engineering, 26, pp. 311-318 (2014).
[19] Wang, F.K. and Guo, Y.C. “Measuring process yield for nonlinear profiles”, Quality and Reliability Engineering International, 30, pp. 1333-1339 (2014).
[20] Wang, F.K. “Measuring the process yield for simple linear profiles with one‐sided specification”, Quality and Reliability Engineering International, 30, pp. 1145- 1151 (2014).
[21] Aslam, M., Azam, M. and Jun, C.-H. “Multiple dependent state sampling plan based on process capability index”, Journal of Testing and Evaluation, 41, pp. 340-346 (2013).
[22] Aslam, M., Azam, M. and Jun, C.-H. “A new lot inspection procedure based on exponentially weighted moving average”, International Journal of Systems Science, 46, pp. 1329-1400 (2015).
[23] Arif, O.H., Aslam, M. and Jun, C.-H. “Acceptance sampling plan for multiple manufacturing lines using EWMA process capability index”, Journal of Advanced Mechanical Design, Systems, and Manufacturing, 11, pp. 1-11 (2017).
[24] Aslam, M., Azam, M. and Jun, C.-H. “Acceptance sampling plans for multi-stage process based on time-truncated test for Weibull distribution”, The International Journal of Advanced Manufacturing Technology, 79, pp. 1779-1785 (2015).
[25] Aslam, M., Azam, M. and Jun, C.-H. “A new sampling plan under the exponential distribution”, Communications in Statistics-Theory and Methods, 46, pp. 644-652 (2017).
[26] Balamurali, S., Aslam, M. and Liaquat, A. “Determination of a new mixed variable lot-size multiple dependent state sampling plan based on the process capability index”, Communications in Statistics-Theory and Methods, 47, pp. 615-627 (2018).
[27] Butt, K., Aslam, M., Wang, F.K., Lee, H. and Jun, C.-H. “Evaluation of two process yields in acceptance sampling plans”, Journal of Testing and Evaluation, 46, pp. 756-763 (2018).
[28] Tamirat, Y. and Wang, F.K. “Sampling plan based on the exponentially weighted moving average yield index for autocorrelation within linear profiles”, Quality and Reliability Engineering International, 32, pp. 1757-1768 (2016).
[29] Wang FK, Tamirat Y, Lo SC and Aslam M. “Dependent mixed and mixed repetitive sampling plans for linear profiles”, Quality and Reiability Engineering International, 33, pp. 1669-1683 (2017).
[30] Nezhad, M.F. and Nasab, H.H. “A new Bayesian acceptance sampling plan considering inspection errors”, Scientia Iranica, 19, pp. 1865-1869 (2012).
[31] Fallahnezhad, M., Qazvini, E. and Abessi, M. “Designing an economical acceptance sampling plan in the presence of inspection errors based on maxima nomination sampling method”, Scientia Iranica, 25, pp. 1701-1711 (2018).
[32] Aslam, M., Niaki, S., Rasool, M. and Fallahnezhad, M. “Decision rule of repetitive acceptance sampling plans assuring percentile life”, Scientia Iranica. 19, pp. 879- 884 (2012).
[33] Balamurali, S. “Determination of a new sampling system based on exponentially weighted moving average”, Sequential Analysis 37, pp. 158-173 (2018).
[34] Aslam, M., Azam, M. and Jun, C.-H. “Improved acceptance sampling plan based on EWMA statistic”, Sequential Analysis, 34, pp. 406-422 (2015).
[35] Aslam, M., Azam, M. and Jun, C.-H. “Mixed sampling plan based on exponentially weighted moving average statistic”, Communications in Statistics-Theory and Methods, 45, pp. 6709-6719 (2016).
[36] Aslam, M., Azam, M. and Jun, C.-H. “Sampling plan using EWMA statistic of regression estimator”, Iranian Journal of Science and Technology, Transactions A: Science, 42, pp. 115-127 (2018).
[37] Azam, M., Arif, O.H., Azam, M. and Ejaz, W. “Repetitive acceptance sampling plan based on exponentially weighted moving average regression estimator”, Journal of Computational and Theoretical Nanoscience, 13, pp. 4413-4426 (2016).
[38] Khan, N., Aslam, M., Jun, C.-H. and Hussain, J. “Design of acceptance sampling plan using a modified EWMA statistic”, Communications in Statistics-Theory and Methods, 47, pp. 2881-2891 (2018).
[39] Tamirat, Y. and Mulatu, M.A. “Exponentially weighted moving average yield index for lot sentencing in first order autoregressive between linear profiles”, Industrial Engineering and Management Systems, 17, pp. 796-804 (2018).
[40] Tamirat, Y. and Wang, F.K. “Acceptance sampling plans based on EWMA yield index for the first autoregressive process”, Journal of the Operational Research Society, DOI: 1080/01605682.2018.1487819 (2019).
[41] Wang, F.K. “A single sampling plan based on exponentially weighted moving average model for linear profiles”, Quality and Reliability Engineering International, 32, 1795-1805 (2016).
[42] Wang, F.K. and Tamirat, Y. “Acceptance sampling plan based on an exponentially weighted moving average statistic with the yield index for autocorrelation between polynomial profiles”, Communications in Statistics-Theory and Methods, 47, pp. 4859-4871 (2018).
[43] Yen, C.-H., Aslam, M. and Jun, C.-H. “A lot inspection sampling plan based on EWMA yield index”, The International Journal of Advanced manufacturing Technology, 75, pp. 861-868 (2014).
[44] Amiri, A.Z. and A, Soudbakhsh D, editors. Monitoring simple linear profiles in the leather industry (a case study). Proceedings of the 2nd International Conference on Industrial Engineering and Operations Management, Kuala Lumpur, Malaysia, January; 2011.
)
