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作者:鄭承恩
作者(英文):Cheng-En Cheng
論文名稱:共同補貨週期採用選擇性折扣在存貨相依需求影響之研究
論文名稱(英文):The Study of Impact On Common Replenishment Epoch using Selective Discount under Stock-Dependent-Demand
指導教授:黃郁文
指導教授(英文):Juh-Wen Hwang
口試委員:溫日華
周碩彥
口試委員(英文):Yat-wah Wan
Shuo-Yan Chou
學位類別:碩士
校院名稱:國立東華大學
系所名稱:企業管理學系
學號:610432021
出版年(民國):107
畢業學年度:106
語文別:中文
論文頁數:77
關鍵詞:斯塔克伯格賽局理論共同補貨週期存貨相依需求
關鍵詞(英文):Stackelberg game theoryCommon Replenishment Epoch (CRE)Stock-Dependent Demand
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在現今的競爭環境下,企業若是無法提供新的產品或服務,可能就無法有效的提升經營績效,此類型的議題中,已經有多位學者提出建議,可藉由供應鏈成員之間的合作機制,以增加利潤作為誘因,進一步去加強供應鏈成員彼此之間的合作。

本研究以斯塔克伯格賽局理論(Stackelberg game)作為基礎,考量單一供應商及多個零售商之情境,其中供應商是供應鏈中的領導者,而零售商在供應鏈中扮演追隨者的角色。本研究的合作機制是參考Mishra (2004)對Viswanathan and Piplani (2001)所提出的共同補貨週期(Common Replenishment Epoch; CRE)之延伸,Mishra (2004)提出的選擇性折扣(Selective discount)之概念,以供應商利潤極大化為前提,來做為零售商是否參加共同補貨週期的篩選,因此並不一定所有的零售商都會加入到此合作機制中,也可能發生個別處理的情況。

在Viswanathan and Piplani (2001)所提出的共同補貨週期政策中,供應商與零售商的需求量為固定值,為了探討不同的需求量,對於供應商及零售商雙方利潤的影響,在本研究中,將加入Baker and Urban (1988)需求速度相依於存貨水準之模式,藉由調整需求彈性係數來觀察,使用共同補貨週期前後,供應商及零售商雙方利潤之變化與影響。
In today’s competitive environment, firms may not be able to effectively increase their business performance if they cannot provide new products or services. Regarding to this issue, a number of scholars have suggested that a collaborative mechanism between supply chain members can be a solution, where profit gains are an incentive that can further promote the collaboration between supply chain members.

Based on the Stackelberg game theory, this study considers a context with one single supplier and multiple buyers, where the supplier is the leader and the buyers are the followers in the supply chain. The collaborative mechanism is based on the model that Mishra (2004) extends the Common Replenishment Epoch (CRE) introduced by Viswanathan and Piplani (2001). Mishra (2004) proposes the selective discount concept, which is to select vendors for common replenishment based on the maximum profit for the supplier. Therefore, not all the buyers will participate in the collaborative mechanism, and some buyers may need an individual arrangement.

In Viswanathan and Piplani’s (2001) CRE policy, suppliers’ and buyers’ demands are held constant. To investigate the effects of varied demand levels on the profits for suppliers and buyers, this study integrates Baker and Urban’s (1988) model with a stock-level-dependent demand rate. By adjusting the demand elasticity coefficient, this study observes changes in the profit for suppliers and the profit for buyers before and after CRE.
致謝 I
摘要 II
Abstract III
目錄 IV
圖目錄 VI
表目錄 VII
附錄目錄 IX
第一章 緒論 1
1.1 研究背景 1
1.2 研究目標 2
1.3 研究架構 3
第二章 文獻探討 5
2.1 斯塔克伯格賽局理論(Stackelberg Game) 5
2.2 協同合作交流機制 7
2.3 存貨相依需求 9
第三章 數學模型之建立與問題描述 11
3.1 模型發展 11
3.1.1 基礎符號定義 13
3.1.2 需求及存貨水準分析 14
3.1.3 零售商之需求量分析 15
3.1.4 零售商存貨成本分析 15
3.2 Non-CRE符號定義及模型分析 17
3.2.1 Non-CRE模型 18
3.3 CRE-VP符號定義與模型分析 21
3.3.1 CRE-VP符號定義及模型 21
3.3.2 CRE-VP模型分析 24
3.4 CRE-SD符號定義與模型分析 31
3.4.1 CRE-VP符號定義及模型 31
3.4.2 CRE-SD模型分析 33
第四章案例分析 37
4.1 參數值設定 37
4.2 供應商與零售商在non-CRE模式之利潤分析 38
4.2.1 供應商在non-CRE模式之利潤分析 38
4.2.2 零售商在non-CRE模式之利潤分析 39
4.3 供應商與零售商在CRE-VP之利潤分析 44
4.3.1 供應商在CRE-VP之利潤分析 44
4.3.2 零售商在CRE-VP之利潤分析 45
4.4 供應商與零售商在CRE-SD之利潤分析 51
4.4.1 供應商在CRE-SD之利潤分析 51
4.4.2 零售商在CRE-SD之利潤分析 53
4.5 CRE-VP與 Non-CRE之利潤比較 57
4.5.1 供應商在CRE-VP與 Non-CRE之利潤比較 57
4.5.2 零售商在CRE-VP與 Non-CRE之利潤比較 58
4.6 CRE-SD與 CRE-VP之利潤比較 61
4.6.1 供應商在CRE-SD與CRE-VP之利潤比較 61
4.6.2 零售商在CRE-SD與CRE-VP之利潤比較 65
4.7 小結 71
第五章結論及建議 73
5.1 結論 73
5.2 未來建議 74
參考資料 75
中文文獻
黃鎮霖(2016),存貨相依需求對二階通路共同補貨週期之影響,國立東華大學全球管理運籌研究所碩士學位論文,花蓮
蘇雄義(2012),「供應鏈管理—原理、程序、實務」,台北智勝文化有限公司。
英文文獻
Baker, R.C., and Urban, T.L. (1988).“A deterministic inventory system with and inventory-level-dependent demand rate,” Journal of the Operational Research Society, 39, 823-831.
Banerjee, A. (1986). “A joint economic-lot-size model for purchaser and vendor,” Decision Sciences, 17, 292-311.
Dong, Y., Jianxin, J., Yangjian, J., Gang, D., Petri, H., and Anna, V. (2015). “Joint optimization for coordinated configuration of product families and supply chains by a leader-follower Stackelberg game,” European Journal of Operational Research, 246, 263-280.
Koschat, M.A (2008).“Store inventory can affect demand﹕empirical evidence magazine retailing,” Journal of Retailing, 84, 165-179.
Li, X., and Wang, Q. (2007).“Coordination mechanisms of supply chain systems,” European Journal of Operational Research, 179, 1-16.
Lu, L. (1995). “A one-vendor multi-buyer integrated inventory model,” European Journal of Operational Research, 81, 312-323.
Mahsa, N.D., Ata, A.T., and Kannan G. (2018). “Joint replenishment and pricing decisions with different freight modes considerations for a supply chain under a composite incentive contract,” Journal of the Operational Research Society, 69, 876-894.
Mehmet, O., Arda, Y., and O. Erhun, K. (2016) “A mathematical model for perishable products with price- and displayed-stock-dependent demand,” Computers & Industrial Engineering, 102, 246-258.
Mishra, A.K. (2004). “Selective discount for supplier–buyer coordination using common replenishment epochs,” European Journal of Operational Research, 153, 751-756.
Mishra, P.P., and Talati, I. (2018). “Quantity discount for integrated supply chain model with preservation technology and back orders when demand is advertisement and stock dependent,” Yugoslav Journal of Operations Research, ISSN 2334-6043.
Gerhard, A., and Udo, B. (2012). “Vertical cooperative advertising and pricing decisions in a manufacturer–retailer supply chain: A game-theoretic approach,” European Journal of Operational Research, 223, 473-482.
Goyal, S.K. (1976). “An integrated inventory model for a single supplier-single customer problem,” International Journal of Production Research, 15, 107-111.
Goyal, S.K. (1988).“A joint economic-lot-size model for purchaser and vendor﹕a comment,” Decision Sciences, 19, 236-241.
Goyal, S.K., Chang, C.-T.(2009). “Optimal ordering and transfer policy for an inventory with stock dependent demand,” European Journal of Operational Research, 196, 177-185.
SeyedEsfahani, M.M., Biazaran, M., and Gharakhani, M. (2011).“A game theoretic approach to coordinate pricing and vertical co-op advertising in manufacturer–retailer supply chains,” European Journal of Operational Research, 211, 263-273.
Urban, T.L. (1992).“An inventory model with an inventory-level- dependent demand rate and relaxed terminal conditions,” Journal of the Operational Research Society, 43, 721-724.
Urban, T.L. (2005).“Inventory models with inventory-level-dependent demand﹕a comprehensive review and unifying theory, ”European Journal of Operational Research, 162, 792-804.
Viswanathan, S., and Piplani, R. (2001).“Coordinating supply chain inventories through common replenishment epochs,” European Journal of Operational Research, 129, 277-286.
Yu, Y., Chu, F., and Chen, H. (2009).“A stackelberg game and its improvement in a VMI system with a manufacturing vendor,” European Journal of Operational Research, 192, 929-948.
 
 
 
 
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