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The Journal of Information and Optimization Sciences (JIOS) is a world leading journal publishing high quality, rigorously peer-reviewed original research in all mathematically-oriented theoretical and applied topics in information sciences, optimization sciences and related areas since 1980. Subjects include but are not limited to:
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Process mean and economic manufacturing quantity settings by considering time value of money
*Chung-Ho ChenCorresponding authorchench@stust.edu.twDepartment of Industrial Management and Information Southern Taiwan University of Science and TechnologyYong-Kang Distri, Tainan City, 71005, Taiwan, R.O.C.View full profile →
, Tzu-Hsien Leethlee@stust.edu.twDepartment of Industrial Management and Information Southern Taiwan University of Science and TechnologyYong-Kang Distri, Tainan City, 71005, Taiwan, R.O.C.View full profile →
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We present the extended production problem with defective product and time value of money. The mean and production quantity are got based on the minimization of the expected cost.
[1] S. S. Sana, S. K. Goyal, and K. Chaudhuri, “On a volume flexible inventory model for items with an imperfect production system,” International Journal of Production Economics, vol. 105, pp. 64-80 (2007).[2] S. S. Sana, S. K. Goyal, and K. Chaudhuri, “An imperfect production process in a volume flexible inventory model,” International Journal of Production Economics, vol. 15, pp. 548-559 (2007).[3] K. Tahera, W. M. Chan, and R. N. Ibrahim, “Joint determination of process mean and production run: a review,” International Journal of Advanced Manufacturing Technology, vol. 39, pp. 388-400 (2008).[4] S. S. Sana, “An economic production lot size model in an imperfect production system,” European Journal of Operational Research, vol. 201, pp. 158-170 (2010).[5] S. S. Sana, “A production-inventory model in an imperfect production process,” European Journal of Operational Research, vol. 200, pp. 451-464 (2010).[6] C. H. Chen, “Process mean and production quantity settings by considering modified economic manufacturing quantity model,” Journal of Information and Optimization Sciences, vol. 39, pp. 1187-1198 (2018).[7] C. H. Chen, “Optimal process mean setting based on asymmetric linear quality loss function,” Journal of Information and Optimization Sciences, vol. 40, pp. 37-41 (2019).[8] C. H. Chen and C. Y. Chou, “The integrated quality control model with product inspection and process improvement,” Quality Technology and Quantitative Management, vol. 17, pp. 646-660 (2020).[9] C. H. Chen and C. Y. Chou, “The integrated study for process improvement with economic specification limits, process mean settings and quality investment: an extension of the model in Abdul-Kader et al. (2010),” Quality Technology and Quantitative Management, vol. 17, pp. 627-645 (2020).[10] G. Taguchi, Introduction to Quality Engineering, Asian Productivity Organization, Tokyo (1986).[11] A. Teran, D. B. Pratt, and K. E. Case, “Present worth of external quality losses for symmetric nominal-is-better quality characteristics,” The Engineering Economist, vol. 42, pp. 39-52 (1996).[12] C. Y. Chou and W. H. Liang, “A study on the present worth of bi-variate quality loss,” Journal of the Chinese Institute of Engineers, vol. 23, pp. 251-259 (2000).[13] C. Y. Chou and C. H. Chen, “On the present worth of multivariable quality loss,” International Journal of Production Economics, vol. 70, pp. 279-288 (2001).[14] K. Tahera, R. N. Ibrahim, and P. B. Lochert, “The effect of non-constant process variance in determining the optimal process mean and production run of a deteriorating process,” Production Planning & Control, vol. 21, pp. 36-46 (2010).[15] C. H. Chen and C. Y. Chou, “The joint determination of specification limits, process mean, and economic manufacturing quantity,” Journal of Industrial and Production Engineering, vol. 34, pp. 283-288 (2017).
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