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研究生: 黃天受
Tien-shou Huang
論文名稱: 考慮允許信用交易下最佳訂購週期之研究
The Optimal Cycle Time under Trade Credit
指導教授: 鐘崑仁
Kun-jen Chung
口試委員: 王瑞琛
Rui-chen Wang
藍筱蘋
Shan-ping Lan
林賜德
Shy-der Lin
張聖麟
Sheng-lin Chang
邱煥能
Huan-neng Chiu
謝光進
Kong-king Shieh
學位類別: 博士
Doctor
系所名稱: 管理學院 - 工業管理系
Department of Industrial Management
論文出版年: 2005
畢業學年度: 94
語文別: 中文
論文頁數: 63
中文關鍵詞: 現金流量折扣損耗性物品信用交易存貨模式
外文關鍵詞: Cash flow discount, Deteriorating items, Trade credit, Inventory model
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  • 實務上,供應商為了提高市場的競爭力,通常願意給予零售商一固定的信用交易期限,允許零售商在收到商品時,貨款可延至信用交易期限到期時才支付給供應商。零售商將信用交易期限內的銷售所得存入銀行帳戶,賺取利息;信用交易期限到期後,零售商將銀行帳戶內存款提出以支付貨款,若存款不足以支付貨款時,不足的部分則向銀行貸款支付。本研究主要針對損耗性物品探討在允許信用交易下的存貨模式。
    本研究乃是以零售商的觀點,首先探討供應價小於零售價的存貨模式;再者針對Chung [8]的現金流量折現模式,提出更精確且簡單的演算法,以求得最佳訂購週期;最後,討論在有限倉儲容量下之存貨模式。本研究針對三個存貨模式,建立各存貨模式的目標函數,再根據各目標函數的特性,提出快速且精確的方法求解最佳訂購週期。


    In practice, the supplier is willing to offer the retailer a certain credit period without interest during the trade credit period to promote market competition. Before the end of the trade credit period, the retailer can sell the goods and accumulate revenue and earn interest. A higher interest is changed if the payment is not settled by the end of the trade credit period. In this article, we propose some inventory models for deteriorating items under permissible delay in payment.
    From the viewpoint of retailer, this article first considers the inventory model that the unit purchasing price is less than the unit selling price. Secondly, for the aim to overcome shortcoming of Chung [8], an algorithm is presented to locate the optimal cycle time and that is really very simple, accurate and rapid. Finally, we discuss the inventory model with limited storage capacity. We develop three models to determine the optimal cycle time and show the object functions that possess some properties. With those properties, the efficient solution procedures are presented to determine the optimal cycle time.

    中文摘要 2 英文摘要 3 誌 謝 4 圖表索引 7 第一章 緒論 8 1.1 問題背景與研究方向 8 1.2 相關文獻探討 9 1.3 研究範圍與限制 11 1.4 論文架構 13 第二章 損耗性物品在允許信用交易下之最佳訂購週期 14 2.1 前言 14 2.2 模式建立 14 2.3 數值範例 20 2.4 章結論 22 第三章非損耗性物品在允許信用交易下求解最佳訂購週期之演算法 23 3.1 前言 23 3.2 模式建立 23 3.3 最佳訂購週期的決定 26 3.4 T*,T1*和T2*的決定 29 3.5 數值範例 31 3.6 章結論 31 第四章 損耗性物品在允許信用交易及倉庫容量有限條件下之最佳訂購週期 32 4.1 前言 32 4.2 模式建立 32 4.3 最佳訂購週期的決定 38 4.3.1當 時,最佳訂購週期的決定 40 4.3.2當 時,最佳訂購週期的決定 42 4.3.3當 時,最佳訂購週期的決定 43 4.4 數值範例與敏感度分析 45 4.5 章結論 46 第五章 結論與未來研究方向 48 5.1 結論 48 5.2 未來研究方向 48 參考文獻 50 附錄A 54 附錄B 62 附錄C 64 作者簡介 72

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