系统工程理论与实践
繫統工程理論與實踐
계통공정이론여실천
Systems Engineering—Theory & Practice
2014年
10期
2504~2514
,共null页
易变质产品 库存管理 库存卸载 库存合并效应 报童模型
易變質產品 庫存管理 庫存卸載 庫存閤併效應 報童模型
역변질산품 고존관리 고존사재 고존합병효응 보동모형
perishable products; inventory management; inventory discharge; inventory pooling effect; newsvendor models
新鲜产品在分销途中高度易变质的特性给销售商的供需匹配带来了更大的挑战.本文考虑一个销售商采购一批产品,并依次运送至多个市场销售的情形.每个市场的需求和分销途中的数量损毁都是随机的.销售商每抵达一个市场,都要综合权衡现有库存及未来市场需求和库存损毁情况,作出卸货量决策.基于一个多周期的动态规划模型,我们采用随机建模与优化的方法,研究了销售商的最优卸货量和最优初始采购量决策及其结构性质.数值实验进一步对库存合并效果进行了分析:当产品在途中的变质性高度负相关,产品更容易变质,产品变质风险更大,以及市场需求不确定性更低时,制定动态卸货量决策是更为有利可图的.研究结果为多个市场新鲜产品的管理和销售工作带来了有益的启示.
新鮮產品在分銷途中高度易變質的特性給銷售商的供需匹配帶來瞭更大的挑戰.本文攷慮一箇銷售商採購一批產品,併依次運送至多箇市場銷售的情形.每箇市場的需求和分銷途中的數量損燬都是隨機的.銷售商每牴達一箇市場,都要綜閤權衡現有庫存及未來市場需求和庫存損燬情況,作齣卸貨量決策.基于一箇多週期的動態規劃模型,我們採用隨機建模與優化的方法,研究瞭銷售商的最優卸貨量和最優初始採購量決策及其結構性質.數值實驗進一步對庫存閤併效果進行瞭分析:噹產品在途中的變質性高度負相關,產品更容易變質,產品變質風險更大,以及市場需求不確定性更低時,製定動態卸貨量決策是更為有利可圖的.研究結果為多箇市場新鮮產品的管理和銷售工作帶來瞭有益的啟示.
신선산품재분소도중고도역변질적특성급소수상적공수필배대래료경대적도전.본문고필일개소수상채구일비산품,병의차운송지다개시장소수적정형.매개시장적수구화분소도중적수량손훼도시수궤적.소수상매저체일개시장,도요종합권형현유고존급미래시장수구화고존손훼정황,작출사화량결책.기우일개다주기적동태규화모형,아문채용수궤건모여우화적방법,연구료소수상적최우사화량화최우초시채구량결책급기결구성질.수치실험진일보대고존합병효과진행료분석:당산품재도중적변질성고도부상관,산품경용역변질,산품변질풍험경대,이급시장수구불학정성경저시,제정동태사화량결책시경위유리가도적.연구결과위다개시장신선산품적관리화소수공작대래료유익적계시.
The highly perishable nature of fresh products during distribution creates additional challenges for firms engaged in the supply chain in the process of matching supply with demand. This paper considers a retailer who purchases a batch of fresh products, transports and sells them to multiple consecutive markets. The demand from eacb market and the quantity loss from perishability during transportation are both assumed to be stochastic. The retailer needs to determine the quantity to be unloaded when he arrives at each market, with the remaining inventory being transported to the next market. The unloading quantity depends on the trade-off among factors including the current inventory level, forecast of demands from the remaining markets, and the potential perishability of products. Based on a multi- period dynamic programming model and using a stochastic modeling approach, we provide an in-depth investigation towards the optimal unloading quantity decisions for the retailer and characterize the structure of the optimal policy. Moreover, the optimal initial inventory decision is studied. By conducting some numerical experiments, we analyze the potential inventory pooling effect from making dynamic decisions. Our results show that making unloading decisions in a dynamic way is more profitable when the inventory surviving factors are negatively correlated, when the products are more perishable, when the perishability risk is high, and when the demand is less uncertain. Our research results provide some interesting and important managerial insights for the management of flesh products across multiple consecutive markets.