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

My URL
https://livedna.org/886.656

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Area of Interest:

Engineering
Industrial Engineering
Operations Research
EMQ Model
Inspection Policy

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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Member since June, 2010