中文部分
[1] 大野耐一,1981,豐田生產方式與現場管理,日本能率協會,中華企業管理發展中心。
[2] 呂金隆,2001,晶圓製造廠瓶頸管理模式之研究,華梵大學工業管理研究所碩士論文。[3] 呂柏賢,2000,灰色需求預測模式之研究-以易腐性商品為例,東海大學工業工程研究所碩士論文。[4] 李慶恩、林於杏,1998,「考慮加工時間變異之晶圓製造在製品訂定模式」,工業工程學刊,頁255-267。[5] 李榮貴,1992,「限制理論-製造管理的新觀念」,機械工業雜誌,頁212-223。[6] 林明獻,2000,矽晶圓半導體材料技術,全華科技圖書股份有限公司。
[7] 張有成,1999,抽樣檢驗,中華民國品質學會,第六版。
[8] 張盛鴻、張立賢、李榮貴,2001,「晶圓製造廠之整合式生產控制方法」,工業工程學刊,頁59-72。[9] 黃惠民、鄧貴中,1995,「韋伯分配型損耗性產品在儲存場地及存貨投資金額限制條件下之最佳生產及定價策略」,中原學報。[10] 鄭春生,1998,品質管理,育友圖書有限公司。
[11] 鍾淑馨、黃宏文,1998,「晶圓製造廠生產作業控制策略之設計」,工業工程學刊,頁93-113。英文部分
[12] Aggarwal, A., J. Park, 1993, “Improved algorithm for economic lot size problems,” Operations Research, Vol.41, pp.549-571.
[13] Brant, E. F., 1975, “Optimal Ordering Policy for a Perishable Commodity with Fixed Lifetime,” Operations Research, Vol.23, No.1, pp.46-61,.
[14] Cohen, M.A., 1977,“Joint Pricing and Ordering Policy for Exponentially Decaying Inventory with Known Demand,” Navel Research Log. Quag Vol.24, No. 1, pp. 257-268.
[15] Cover, R.P. and Philip G.C., 1973, “An EOQ Model for Item with Weibull Distribution Deterioration,” AIIE Transactions, Vol.5, No.4.
[16] Federgruen, A., M. Tzur. 1991, “A simple forward algorithm to solve general dynamic lot sizing models with n periods in O(n log n) or O(n) time, ” Management Sci. Vol.37, pp.909-925.
[17] Friedman, Y., Y. Hoch. 1978, “A dynamic lot-size model with inventory deterioration, ” INFOR Vol.16 pp.183-188.
[18] Glassey, C. R., and Resende, M. G. C. ,1998, “Closed-Loop Job Release Control for VLSI Circuit Manufacturing,” IEEE Transactions on Semiconductor Manufacturing, Vol. 1 No. 1, pp.36-46.
[19] Goldratt E.M. , 1990, The Haystack Syndrome, North River Press Inc.
[20] Jain, K. and A. S. Edward, 1994, “Lot sizing for a Product Subject to Obsolescence or Perishability” European Journal of Operation Research, Vol.75, pp. 287-295.
[21] Lawton J. W. et. al., “Workload Regulating Wafer Release In a GaAa Fab Facility,” Int’l Semiconductor Manufacturing Science Symposium, pp. 33-38.
[22] Levitt M. E., and J.A.Abraham, 1990, “Just-In-Time Methods for Semiconductor Manufacturing,” IEEE/SEMI Advanced Semiconductor Manufacturing Conference, pp.3-9.
[23] Lou S., and P.W. Kager, 1989, “A Robust Production Control Policy for VLSI Wafer Fabrication,” IEEE Trans. On Semi. Manu., Vol. 2, no. 4, pp. 159-164.
[24] Misra, R.B., 1975, “Optimum Production Lot Size Model for a System with Deterioration Inventory,” Int. J. Prod. Res., Vol. 13, No. 5, pp. 495-505.
[25] Nahmias, Steven, 1976, “Myopic Approximations for the Perishable Inventory Problem, ” Management Science, Vol.22, No.9.
[26] Nahmias, S. 1982, “Perishable inventory theory: A review, ”Oper. Res. Vol. 30 pp.680-708.
[27] Park, S.P, 1983, “An Integrated Production-Inventory Model for Decaying Raw Materials,” Int. J. System SCI., Vol. 4, No. 7, pp. 801-806.
[28] Philip, G.C, 1974, “A Generalized EOQ Model for Item with Weibull Distribution Deterioration,” AIIE Transaction, Vol. 5, No. 4.
[29] R.Michael Mahoney, 1997, “High-Mix Low-Volume Manufacturing,” Hewlett-Packard Professional books.
[30] Spearman M.L., and D.L. Woodruff, 1990, “CONWIP : a pull alternative to kanban,” Int. J. Prod. Res., Vol. 28, no. 5, pp. 879-894.
[31] Wallace J. Hopp, and Mark L. Spearman, 2000, “Factory Physics,” Irwin McGraw-Hill.
[32] Wagelmans. A. P. M., S. Van Hoesel, A. Kolen, 1992, “Economic lot sizing: An O(n log n) algorithm that runs in linear time in the Wagner-Whitin case, ” Oper. Res. Vol.40 pp.145-156.
[33] Wee, H.M, 1993, “ Economic Production Lot Size Model for Deteriorating Item with Partial Back-Ordering,” Computers & Ind. Engng, Vol. 24, No. 3, pp.449-458.
[34] Wee, H.M, 1993, “Perishable Commodities Inventory with Patial Backordering,” Chung Yuan Journal, Vol. 24, No. 3, pp. 449-458.
[35] Xu, Hai-Ping and Wang, Hsu-Pin, 1992, “Optimal Inventory Policy for Perishable Items with Time Proportional Demand, ” IIE Transaction, Vol. 24, No.5, pp.105-110.
[36] Yan H., S. Lou S. S. A. Gardel, and P. Deosthali, 1992, “Testing the Robustness of Various Production Vontrol Policies in Semiconductor Manufacturing,” IEEE Trans. on Semi. Manuf., pp. 1-24.
[37] Zabel, E, 1964, “Some generalizations of an inventory planning horizon theorem,” Management Sci. Vol.10 pp.465-471.
[38] Zangwill, W. I. 1966, “A deterministic multi-period production scheduling model with backlogging,” Management Sci. Vol.13 pp.105-119.
[39] Zangwill, W. I.1969, “A backlogging model and a multiechelon model of a dynamic economic lot size production system─a network approach,” Management Sci. Vol.15 pp.506-527.