Dr. Chih Hsiung Wang

Dr. Chih Hsiung Wang

Professor
National Pingtung Institute of Commerce, Taiwan


Highest Degree
Ph.D. in Industrial Engineering from National Taiwan University of Science and Technology, Taiwan

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Area of Interest:

Engineering
100%
Industrial Engineering
62%
Operations Research
90%
EMQ Model
75%
Inspection Policy
55%

Selected Publications

  1. Tsai, W.C., N.H. Shih and C.H. Wang, 2018. The effects of inspection delay and restoration cost on the optimal inspection and production policy. OPSEARCH, 55: 187-195.
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  2. Shih, N.H., Y.S. Liao and C.H. Wang, 2018. Determining an economic production quantity under a zero defects policy. J. Oper. Res. Soc., 69: 1309-1317.
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  3. Shih, N.H., M.H. Shu and C.H. Wang, 2018. The effect of full or partial pricing integration on supply chain management. RAIRO-Oper. Res., (In Press). 10.1051/ro/2018113.
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  4. Tsai, W.C. and C.H. Wang, 2017. Extended economic maintenance scheduling for a batch production system. J. Inform. Optimiz. Sci., 38: 219-231.
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  5. Shin, N.H. and C.H. Wang, 2016. Determining an optimal production run length with an extended quality control policy for an imperfect process. Applied Math. Modell., 40: 2827-2836.
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  6. Shih, N.H. and C.H. Wang, 2014. An inspection model of products and their input materials. Syst. Sci. Control Eng., 2: 297-307.
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  7. Shih, N.H. and C.H. Wang, 2013. An extended production and inspection model with nonrigid demand. Scient. World J., Vol. 2013. 10.1155/2013/623075.
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  8. Wang, C.H. and W.C. Tsai, 2012. Determining the production lot size with a heuristic inspection policy for controlling the quality of input materials and products. Int. J. Syst. Sci., 43: 2030-2039.
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  9. Wang, C.H., N.H. Shih and W.C. Tsai, 2011. Utilizing the information theory of entropy to solve an off-line inspection problem. 4OR, 9: 391-401.
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  10. Tsai, W.C. and C.H. Wang, 2011. Economic optimization for an off-line inspection, disposition and rework model. Comput. Ind. Eng., 61: 891-896.
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  11. Wang, C.H., T. Dohi and W.C. Tsai, 2010. Coordinated procurement/inspection and production model under inspection errors. Comput. Ind. Eng., 59: 473-478.
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  12. Wang, C.H., 2010. Some remarks on an optimal order quantity and reorder point when supply and demand are uncertain. Comput. Ind. Eng., 58: 809-813.
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  13. Wang, C.H., 2009. Determining the optimal probing lot size for the wafer probe operation in semiconductor manufacturing. Eur. J. Operat. Res., 197: 126-133.
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  14. Wang, C.H. and R.H. Yeh, 2009. Utilizing an approximative solution to obtain the real optimal solution for a production and inspection mode. Applied Math. Modell., 33: 3769-3775.
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  15. Wang, C.H. and F.C. Meng, 2009. Optimal lot size and offline inspection policy. Comput. Math. Appl., 58: 1921-1929.
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  16. Wang, C.H., 2008. A game-theoretic approach for determining the economic manufacturing quantity and mutual inspection policy under a quality contract. Operat. Res. Soc. Jap., 51: 274-283.
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  17. Wang, C.H. and C.C. Hung, 2008. An offline inspection and disposition model incorporating discrete Weibull distribution and manufacturing variation. Operat. Res. Soc. Jap., 51: 155-165.
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  18. Wang, C.H., 2007. Economic off-line quality control strategy with two types of inspection errors. Eur. J. Operat. Res., 179: 132-147.
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  19. Wang, C.H., R.H. Yeh and P. Wu, 2006. Optimal production time and number of maintenance actions for an imperfect production system under equal-interval maintenance policy. J. Operat. Res. Soc., 57: 262-270.
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  20. Wang, C.H., M.H. Shu and I.M. Chao, 2006. Capital investment in set up cost reduction for a lot-size, reorder point model. J. Inform. Optimization Sci., 27: 249-258.
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  21. Wang, C.H., 2006. Optimal production and maintenance policy for imperfect production systems. Naval Res. Logistics, 53: 152-156.
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  22. Wang, C.H., 2006. A production model with imperfect preventive maintenance. J. Statist. Manage. Syst., 8: 601-613.
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  23. Wang, C.H., 2006. A note on a (Q, r) model. J. Statist. Manage. Syst., 9: 689-698.
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  24. Yeh, R.H., H.D. Chen and C.H. Wang, 2005. An inspection model with discount factor for products having Weibull lifetime. Int. J. Operat. Res., 2: 77-81.
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  25. Wang, C.H., 2005. Integrated production and product inspection policy for a deteriorating production system. Int. J. Prod. Econ., 95: 123-134.
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  26. Wang, C.H., D.L. Yang, T.H. Wu, W.H. Kuo and N.H. Shih, 2004. Impact of inspection errors on the lot size problem. J. Inform. Optimization Sci., 25: 331-348.
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  27. Wang, C.H., 2004. The impact of a free-repair warranty policy on EMQ model for imperfect production systems. Comput. Operat. Res., 31: 2021-2035.
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  28. Wang, C.H. and S.H. Sheu, 2003. Optimal lot sizing for products sold under free-repair warranty. Eur. J. Operat. Res., 149: 131-141.
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  29. Wang, C.H. and S.H. Sheu, 2003. Determining the optimal production-maintenance policy with inspection errors: using a Markov chain. Comput. Operat. Res., 30: 1-17.
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  30. Wang, C.H. and S.H. Sheu, 2001. The effects of the warranty cost on the imperfect EMQ model with general discrete shift distribution. Prod. Plann. Control, 12: 621-628.
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  31. Wang, C.H. and S.H. Sheu, 2001. Simultaneous determination of the optimal production-inventory and product inspection policies for a deteriorating production system. Comput. Operat. Res., 28: 1093-1110.
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  32. Wang, C.H. and S.H. Sheu, 2000. Fast approach to the optimal production/PM policy. Comput. Math. Appl., 40: 1297-1314.
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  33. Wang, H.F. and C.H. Wang, 1999. A fixed-charge model with fuzzy inequality constraints composed by max-product operator. Comput. Math. Appl., 36: 23-29.
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  34. Wang, H.F. and C.H. Wang, 1988. Modelling of optimal expansion of a fuzzy competence set. Int. Trans. Operat. Res., 5: 413-424.
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