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姓名 張雅萍(Ya-ping Chang)  查詢紙本館藏   畢業系所 工業管理研究所
論文名稱 現金折扣與信用期條件下雙零售商配銷問題
(Two Retailers’ Distribution under the Condition of Cash Discount and Credit Period Policy)
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摘要(中) 在銷售體系中,當上游供應商提供現金折扣或信用期給下游的零售商時,下游零售商的定價通常會參考上游供應商所提供的付款條件來訂定。在過去相關的文獻中,較常看到在不同付款條件下研究補貨或訂價的問題。而在這裡所想要研究的目的主要在於當有二個價格互相競爭的零售商使用EOQ的存貨模式下,最大化上游供應商的利潤。我們在這提出了一個二階層的存貨模型,供應商提供給其中一個零售商現金折扣的付款條件,而另一個零售商則提供信用期的付款條件。在此模型中,零售價格會直接地影嚮到客戶端的購買行為。這篇文章的目的是希望幫供應商在上述所提的環境下,定義最佳的策略。
在解法方面,會利用Hessian matrix去證明供應商的利潤方程式是concave function。然後利用quasi-gradient的演算法去找到供應商的最佳解。最後在數值分析時我們發現當零售商的markup上昇時,供應商所提供的現金折扣或是信用期必須提高才能得到最大的利潤。而下降時則相反。
摘要(英) When a vendor (supplier) provides a cash discount or credit period policy, buyers will decide their prices and ordering policies accordingly. Previous researches often focused on the replenishment or pricing problems under different situations. The purpose of this research is to maximize vendor’s profit with the economic order quantity (EOQ) framework when both of the retailers have price competitive behaviors. We present a two-echelon inventory model in which the supplier offers one of its retailer cash discount, and the other credit period. The changes in retail prices directly affect customers’ purchase behavior. The objective of this research is to determine the optimal policies for the manufacturer under the situations described above.
A solution method will use Hessian matrix to prove that profit function is concave, and find the order quantities and customer demand. Then, quasi-gradient algorithm will be developed to get supplier’s solution. We demonstrate that when retailer’s price markup is higher, and then the supplier should offer higher cash discount rate or longer credit period to maximize its profit.
關鍵字(中) ★ 現金折扣
★ 信用期
★ 經濟訂購量
★ 雙零售商
關鍵字(英) ★ Cash discount
★ Credit period
★ two retailers
★ EOQ
論文目次 Abstract i
Contents iii
List of figures iv
List of tables v
Chapter 1. Introduction 1
1.1. Research background and motivation 1
1.2. Problem description 3
1.3. Research objectives 5
1.4. Research methodology and framework 5
1.4.1. Research methodology 5
1.4.2. Research framework 6
Chapter 2. Literature review 7
2.1. Delay in payment 7
2.1.1. The effectiveness of credit to the distribution channel 9
2.2. Cash discount 11
2.2.1. Benefits and Costs of a Cash discount 12
2.3. The effectiveness of multi-retailer to the distribution channel 13
Chapter 3. Model Development 15
3.1. Model Assumption and Notations 15
3.2. Model formulation 19
3.2.1. Models of two retailers with Cash discount or Credit period 19
3.2.2. Model of Vendor’s profit 21
3.2.3. Solution algorithm for this model 23
Chapter 4. Numerical experiment and analysis 25
4.1. Base case settings 25
4.2. Numerical analysis 27
4.2.1. Impact of rates of retailers’ price markup 27
4.2.2. Effects of variation of on the optimal solutions 32
Chapter 5. Conclusion 34
5.1. Research contribution 34
5.2. Research limitation 35
5.3. Further research direction 35
Reference 36
Appendix 1. Proof for Proposition 1 42
Appendix 2. Table A-1 and Table A-2 43
參考文獻 1. Abad, P. L., C. K. Jaggi. 2003, A joint approach for setting unit price and the length of the credit period for a seller when end demand is price sensitive. International Journal of Production Economics. 83(2) 115-122.
2. Arcelus, F. J., N. H. Shah., G. Srinivasan. 2001, Retailer’s response to special sales: price discount vs. trade credit. Omega. 29(5) 417-428.
3. Bernstein, F., A. Federgruen. 2003, Pricing and replenishment strategies in a distribution system with competing retailers. Operations Research. 51(3) 409–26.
4. Bernstein F., A. Federgruen. 2004, Dynamic inventory and pricing models for competing retailers. Naval Research Logistics. 51(2) 258–274.
5. Bernstein F., A. Federgruen. 2005, Decentralized Supply Chains with Competing Retailers Under Demand Uncertainty. Management Science. 51(1) 18-29.
6. Besley, S., J. S. Osteryoung. 1985, Survey of Current Practices in Establishing Trade-Credit Limits. The Financial Review. 20(1) 70-82.
7. Bockhorn, M., K. Harris. 1989, Are Cash Discounts in the Farm Supply Industry Profitable? Agribusiness. 5(2) 87-94.
8. Boyaci, T., G. Guillermo.2002, Coordinating pricing and inventory replenishment policies for one wholesaler and one or more geographically dispersed retailers. International Journal of Production Economics. 77(2) 95-111.
9. Cachon, G. 2001, Managing a retailer’s space, inventory, and transportation. Manufacturing & Service Operations Management. 3(3) 211-99.
10. Chang, C. T. 2004, An EOQ model with deteriorating items under inflation when supplier credits linked to order quantity, International Journal of Production Economics. 88(3) 307-316.
11. Chang, C. T., J. T. Teng. 2004, Retailer’s optimal ordering policy under supplier credits. Mathematical Methods of Operations Research. 60(3), 471–483.
12. Chang, H. J., C. Y. Dye. 2001, An inventory model for deteriorating items with partial backlogging and permissible delay in payments. International Journal of Systems Science. 32(3) 345–352.
13. Chung, K. J., J. J. Liao. 2004, Lot-sizing decisions under trade credit depending on the ordering quantity. Computers and Operations Research. 31(6) 909–928.
14. Chapman, C. B., S. C. Ward, D. F. Cooper, M. J. Page. 1984, Credit Policy and Inventory Control. The Journal of the Operational Research Society. 35(12) 1055-1065.
15. Chen, F. R., A. Federgruen, Y. S. Zheng. 2001, Coordination mechanisms for a distribution system with one supplier and multiple retailers. Management Science. 47(5) 693–708.
16. Corbett, C. J., U. S. Karmarkar. 2001, Competition and Structure in Serial Supply Chains with Deterministic Demand. Management Science. 47(7) 966-978.
17. Chung, K. H. 1989, Inventory control and trade credit revisited. Journal of the Operational Research Society. 40(5) 495-498.
18. Chung, K. J. 1998, A theorem on the determination of economic order quantity under conditions of permissible delay in payments. Computers and Operations Research. 25(1) 49-52.
19. Chung, K. J. 1999, Bounds on the optimum order quantity in DCF analysis of the EOQ model under trade credit. Journal of Information & Operation Science. 20 137-148.
20. Chung, K. J., C. K. Huang. 2000, The convexities of the present value functions of all future cash outflows in inventory and credit. Production Planning & Control. 11(2) 133-140.
21. Chung, K. J., Y. F. Huang. 2003, The optimal cycle time for EPQ inventory model under permissible delay in payments. International Journal of Production Economics. 84(3) 307-318.
22. Daellenbach, H. G. 1986, Inventory control and trade credit. Journal of the Operational Research Society, 37(5) 525-528.
23. Fewings, D. R. 1992, A credit limit decision model for inventory floor planning and other extended trade credit arrangements. Decision Science. 23 200-220.
24. Frantz, E. F., J. A. Viscione. 1976, What should you do about cash discount? Credit and Financial management. 30-36.
25. Goyal, S. K. 1985, Economic Order Quantity under Conditions of Permissible Delay in Payments. The Journal of the Operational Research Society. 36(4) 335-338.
26. Ghare, P. M., G. P. Schrader. 1963, A model for exponential decaying inventory. Journal of Industrial Engineering 238-243.
27. Haley, C. W., R. C. Higgins. 1973, Inventory Policy and Trade Credit Financing. Management Science. 20(4) 464-471.
28. Hill, N. C., K. D. Riener. 1979. Determining the Cash Discount in the Firm's Credit Policy. Financial Management. 8(1) 68-73.
29. Huang, Y. F. 2005, Buyer's optimal ordering policy and payment policy under supplier credit. International Journal of Systems Science. 36(13) 801-807.
30. Ingene, C. A., M. E. Parry. 1995, Channel coordination when retailers compete. Marketing Science. 14(4) 360-77.
31. Ingene, C. A., M. E. Parry. 1995, Coordination and manufacturer profit maximization: the multiple retailer channel. Journal of Retailing. 71(2) 129–51.
32. Iyer, G. 1998, Coordinating channels under price and nonprice competition. Marketing Science. 17(4) 338–55.
33. Jaber, M. Y., I. H. Osman. 2006, Coordinating a two-level supply chain with delay in payments and profit sharing. Computers & Industrial Engineering. 50(4) 385-400.
34. Jamal, A. M. M., B. R. Sarker, S. Wang. 2000, Optimal payment time for a retailer under permitted delay of payment by the wholesaler. International Journal of Production Economics. 66(1) 59-66.
35. Kim, J., H. Hwang, S. Shinn. 1995, An optimal credit policy to increase supplier's profits with price-dependent demand functions. Production Planning & Control. 6(1) 45-50.
36. Khouja, M., A. Mehrez. 1996. Optimal inventory policy under different supplier credit policies. Journal of Manufacturing Systems. 1(5) 334–339.
37. Liao, H. C., C. H. Tsai, C. T. Su. 2000. An inventory model with deteriorating items under inflation when a delay in payment is permissible. International Journal of Production Economics. 63(2) 207–214.
38. Lieber, Z., Y. Orgler. 1975, An integrated model for accounts receivable management, Management Science, 22(2) 212-219.
39. Mehta D. 1968, The Formulation of Credit Policy Models. Management Science, 15(2) 30-50.
40. Nash, J. F. 1950, The bargaining problem. Econometrica, 18(2) 155-162.
41. Ouyang, L. Y., M. S. Chen, K. W. Chung. 2002, Economics order quantity model under cash discount and payment delay. Information and Management Science, 13(1) 1-10.
42. Ouyang, L. Y., C. T. Chang, J. T. Teng. 2005a. An EOQ model for deteriorating items under trade credits. Journal of the Operational Research Society 56(6) 719–726.
43. Ouyang, L. Y., J. T. Teng, K. W. Chang, B. R. Chang. 2005b, Optimal inventory policy with noninstantaneous receipt under trade credit. International Journal of Production Economics. 98(3) 290–300.
44. Ouyang, L. Y., J. T. Teng, L. H. Chen. 2006, Optimal ordering policy for deteriorating items with partial backlogging under permissible delay in payments. Journal of Global Optimization. 34(2) 245–271.
45. Rachamadugu, R. 1989, Effect of delayed payments (trade credit) on order quantities. Journal of the Operational Research Society. 40(9) 805-813.
46. Rashid, M., D. Mitra. 1999, Price elasticity of demand and optimal cash discount rate in credit policy. The Financial Review, 34(3) 113-125.
47. Sana, S. S., K. S. Chaudhuri. 2007, A deterministic EOQ model with delays in payments and price-discount offers. European Journal of Operational Research. Corrected Proof. Available online 18 January 2007.
48. Sarker, B. R., A. M. M. Jamal, S. Wang. 2000, Supply chain models for perishable products under inflation and permissible delay in payment. Computers and Operations Research. 27(1) 59-75.
49. Yang, S. L., Y. W. Zhou. 2006, Two-echelon supply chain models: Considering duopolistic retailers’ different competitive behaviors. International Journal of Production Economics, 103(1) 104-116.
50. Shinn, S. W. 1997, Determining Optimal Retail Price and Lot Size Under Day-terms Supplier Credit. Computers and Industrial Engineering. 33(3) 717-720.
51. Shinn, S. W., H. Hwang. 2003, Optimal pricing and ordering policies for retailers under order-size-dependent delay in payments. Computers & Operations Research 30(1) 35-50.
52. Teng J. T. 2002, On the economic order quantity under conditions of permissible delay in payments. The Journal of the Operational Research Society. 53(8) 915-918.
53. Teng, J. T., C. T. Chang, M. S. Chern. 2005a. Retailer’s optimal ordering policies in the EOQ models with trade credit financing. Working Paper, William Paterson University of New Jersey.
54. Teng, J. T., C. T. Chang, S. K. Goyal. 2005b. Optimal pricing and ordering policy under permissible delay in payments. International Journal of Production Economics. 97 121–129.
55. Winston, Wayne L. 1993, Operations research: applications and algorithms. Wayne L. Winstion.─3rd ed. 675-679.
指導教授 沈國基(Gwo-ji Sheen) 審核日期 2007-7-13
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