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多期决策下钢铁企业采购与生产库存优化研究
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摘要
2008年末全球经济危机及2009年欧债危机爆发,世界钢铁工业受到较大冲击,中国大中型钢铁企业普遍出现了利润下滑或亏损。国内钢铁企业历来“重生产轻流通”,然而冶炼技术改革投入巨大成本,带来的效益往往也要多年后才能得到体现,越来越多的钢铁企业管理者开始从物流领域要“利润”。钢铁企业采购和库存成本占总生产成本的比例达到60%以上,对其进行优化研究不仅能够丰富采购库存理论,而且具有降低钢铁企业物流成本、扩大利润空间的现实意义。论文主要内容如下:
     钢铁企业原材料采购种类多、数量大,不同物资具有不同的采购环境,管理难度较大,需要对物资进行合理的分类。论文提出采用Kraljic模型从利润影响和供应风险两个属性角度对物资进行分类管理,建立了较为完整的属性指标体系,提出了一种基于DEA的线性规划模型进行综合指标值的确定,得出钢铁企业物资在Kraljic矩阵中的位置,将原材料物资分为战略物资、瓶颈物资、杠杆物资和一般物资,并为每类物资提出相应的采购策略。
     在进行原材料采购优化之前,钢铁企业管理者需要对原材料未来价格走向进行把握。论文以采购环境最为复杂且采购成本最大的铁矿石为例进行了研究。分析了铁矿石价格形成机制及铁矿石价格的影响因素。对于影响因素中不能直接量化的因素采用结合专家系统和事件数据分析法的方法进行量化,并应用偏相关系数与序列灰色关联度进行影响强度分析,并为钢铁企业提出相应的对策和建议。为了克服一般回归模型拟合度差的缺点,提出采用非线性半参数模型进行铁矿石价格的预测。虽然拟合精度有了较大的提高,但非线性半参数模型预测结果不是很理想。故又从时间序列角度,把各因素的影响作为一个整体来进行研究,论文采用基于粒子群参数优化的支持向量机(PSO-SVM)方法进行预测,并与差分自回归移动平均模型和BP神经网络方法进行比较,PSO-SVM方法预测精度更高,且更符合实际情况。
     面对波动的原材料价格、随机采购提前期,论文建立了适合小型钢铁企业的平稳需求下的采购库存优化模型;若需求也为随机,则建立了适合大中型企业的随机需求下的采购库存优化模型。这两个模型从多期联合优化的角度来考虑原材料价格波动的影响。模型中考虑了采购成本、运输成本和仓储成本三个方面,以采购决策期内多期决策下的单位原材料采购成本最低为优化目标。由于模型的非线性特征,论文提出在价格和钢材需求预测的基础上采用改进的粒子群算法进行求解。以钢铁企业L为案例得出:多期联合优化下的单位原材料采购成本比单期经济订购批量下及延续企业L以补充库存为主的采购策略下都要低,验证了模型及算法的有效性。按照多期联合优化下的采购决策表进行采购,能够为企业节省大量采购成本。
     原材料价格波动对钢材生产的影响表现为单位变动成本的波动,论文建立了随机需求下的钢材动态生产优化模型,以钢材多期生产决策来应对单位变动成本的波动。由于模型变量较多,采用粒子群算法容易陷入局部最优,故提出采用模拟退火与粒子群相结合的算法进行求解。同样也以钢铁企业L为例,验证了模型的有效性和算法的收敛性。
     考虑到原材料采购优化与钢材生产优化之间的不断相互影响关系,论文建立基于双层规划的原材料采购与钢材生产库存联合优化模型。通过钢铁企业L的案例,验证了集中决策下比分散决策下更具有效益。
Due to the global economic crisis in2008and the European debt crisis in2009,the world steel industry is influenced greatly and Chinese large and medium-sized steel enterprise commonly appear profits decline or losses. Domestic steel enterprises have been always "heavy production light circulation", however smelting technology reform often costs huge but obtains benefits after many years, so more and more steel enterprises search profits from the logistics field. Procurement and inventory cost cover more than60%of total production cost in steel enterprise logistics, so optimization research is not only important to enrich purchase inventory theory,but also has practical significance to lower steel enterprise logistics cost, expanding the profit space.The dissert's main content is as follows:
     Raw materials of Steel enterprise have the character of multiple kinds and large quality, different material has different purchasing environment and management is very difficult, so reasonable classification of goods is needed. First, Kraljic model is adopted for materials classification and management from two aspects of profit impact and supply risk, and a complete attribute index system is established. Then a linear programming model based on DEA is put forward to determine total index value. Through the model, positions of steel enterprise materials in the Kraljic matrix are obtained, and raw materials are divided into four classes:strategic items, bottleneck items,leverage items and non-critical items, and the corresponding purchasing strategies for each type of item are put forward.
     Before purchasing optimization of the raw materials procurement, steel enterprise managers need to analyze future prices of raw materials. Iron ore which has the most complex purchase environment and largest cost is taken for an example. Price forming mechanism and influential factors of iron ore are analyzed. When the influential factors can not be quantized directly, the expert system and event data analysis method are combined for quantization. Partial correlation coefficient and the sequence grey relational analysis are applied for influence strength analysis, then corresponding countermeasures and suggestions are put forward for steel enterprise.In order to overcome the poor fitting quality of general regression model, the paper proposes the nonlinear semi-parametric model to predict iron ore prices. Although the fitting precision has greatly increased, nonlinear semi-parametric model's prediction results are not very ideal. So from the time series angle, the influence of various factors is taken as a whole variable for research. Support vector machine method based on particle swarm optimization (PSO-SVM) is adopted to forecast iron ore price. Comparing among auto-regression intergrated moving average model, the BP neural network method and PSO-SVM method, the results shows that PSO-SVM method's prediction accuracy is higher, and more tally with the actual situation.
     Facing the fluctuation of raw material prices and random purchasing lead time, the dissert has established a stable demand purchase and inventory optimization model suitable for small steel enterprises. If demand is also random, the dissert has also established a purchasing stock optimization model suitable for large and medium-sized enterprises. From the aspect of muti-periods combination optimization, the two models have considered the influence of raw material price's fluctuations. These two models aim to reduce the unite cost of purchasing, transportation and warehousing under muti-periods decision. Because of the model's nonlinear characteristic, this dissert has put forward the improved particle swarm algorithm based on the price and steel demand forecasting. Steel enterprises L is taken for an example, results showed that the unit cost of raw materials of multi-period combination optimization is lower than the single period economic order quantity and the purchasing strategy to replenish inventories. It has proved the validity of the model and the algorithm. According to the purchasing decision table, the enterprise can save a lot of purchasing cost.
     The influence of raw material prices fluctuations on the steel production is the fluctuation of unit production variable cost. A dynamic optimization model for steel production is established under stochastic demand. The model considers multi-period production decision to deal with fluctuation of unit variable cost. Because of model's large variables, particle swarm optimization algorithm is easy to fall into the local optimum, therefore the combination method of the simulated annealing and the particle swarm algorithm is put forward for solution. Take steel enterprise L as an example, the dissert proves effectiveness of the model and the convergence of the algorithm.
     Considering the interaction relationship between the purchase of raw material optimization and steel production optimization, this dissert establishes an integrated optimal model based on bi-level programming to describe the cyclic variation process.Through the case of steel enterprise L, concentrated decisions have more profits than scattered decisions.
引文
[1]中国钢铁工业年鉴编辑委员会.中国钢铁工业年鉴2008[J].2008:126.
    [2]Wordsreel Association. Crude steel production 2011[R].Brussels:Worldsteel Committee on Economic Studies,2011.
    [3]戚向东.2008年我国钢铁行业运行情况分析[J].冶金管理,2009(2):15-19.
    [4]新华网.我国钢铁业进入微利时代利润率不到:3%[EB]http://www.hb.xinhuanet .com/newscenter/2011-03/02/content 22174874.htm.
    [5]中华机械网.钢企利润率下降明年钢市将平稳钢铁行业利润缩水[EB].http://news.machine365.com/content/2011/1223/346993.html.
    [6]高振,唐立新,常瑛琦.钢铁企业物流研究概述[J].控制与决策,2001,16(1):12-15.
    [7]陈光,蔡九菊,于庆波.钢铁企业物流对能耗影响的分析[J].东北大学学报(自然科学版),2002,23(5):459-462.
    [8]梅书荣.对钢铁企业物流整合的探析[J].武汉冶金管理干部学院学报,2006,16(1):21-24.
    [9]缑建晨,刘树林.基于物流关系的BZGF厂厂区布局改进[J].工业工程与管理,2009,14(3):78-83.
    [10]郝应光,韩雪,刘晓冰.基于SCM的钢铁企业采购管理流程优化研究[C].全国炼钢连铸过程自动化技术交流会,中国福建:冶金自动化研究设计院,2006:202-206.
    [11]王魁林.采购管理与库存控制[M].北京:中国物资出版社,2002.
    [12]H. R. Dickie. ABC Inventory Analysis Shoots for Dollars[J].Factory Management and Maintenance,1951,109(7):92-94.
    [13]Benito E. Flores,D. Clay Whybark. Multiple Criteria ABC Analysis[J].International Journal of Operations and Production Management,1986,6(3):38-46.
    [14]Benito E. Flores,D. Clay Whybark. Implementing multiple criteria ABC analysis[J].Journal of Operations Managements 987(7):79-84.
    [15]Prem Prakash Gajpal,L. S. Ganesh,Chandrasekharan Rajendran. Criticality analysis of spare parts using the analytic hierarchy process[J].International Journal of Production Economics,1994,35(1):293-297.
    [16]F. Y. Partovi,W. E. Hopton. The analytic hierarchy process as applied to two types of inventory problems [J]. Production and Inventory Management,1994,35(1):13-19.
    [17]Fariborz Y. Partovi,Jonathan Burton. Using the Analytic Hierarchy Process for ABC Analysis[J].International Journal of Production and Operations Management, 1993,13(9):29-44.
    [18]H. Altay Guvenir,Erdal Erel. Multicriteria inventory classification using a genetic algorithm[J].European Journal of Operational Research,1998,105(1):29-37.
    [19]Fariborz Y Partovi,Murugan Anandarajan. Classifying inventory using an artificial neural network approach[J].Computers & Industrial Engineering,2002,41(4):389-404.
    [20]Ching-Wu Chu,Gin-Shuh Liang,Chien-Tseng Liao. Controlling inventory by combining ABC analysis and fuzzy classification[J].Computers & Industrial Engineering,2008,55(4):841-851.
    [21]Ramakrishnan Ramanathan. ABC inventory classification with multiple-criteria using weighted linear optimization[J]. Computers & Operations Research, 2006,33(3):695-700.
    [22]Peng Zhou,Liwei Fan. A note on multi-criteria ABC inventory classification using weighted linear optimization[J].European Journal of Operational Research,2007,182(3):1488-1491.
    [23]Wan Lung Ng. A simple classifier for multiple criteria ABC analysis[J].European Journal of Operational Research,2007,177(1):344-353.
    [24]Jin-Xiao Chen. Peer-estimation for multiple criteria ABC inventory classification[J].Computers &OperationsResearch,2011,38(12):1784-1791.
    [25]吴振庆,冰黎清,张国顺.微机在企业管理中的应用——四、ABC物资分类管理[J].微电子学与计算机,1986(11):17-18.
    [26]韩德宗.库存商品的ABC分类及其控制方式[J].中国统计,1989(9):21-22.
    [27]翟庆国.层次分析法在物资ABC分类中的应用[J].抚顺石油学院学报,1991(4):58-62.
    [28]严婷婷,李宏余.基于AHP的库存产品分类模型研究[J].物流技术,2005(11):39-42.
    [29]熊君星,夏芳臣,涂海宁.基于BP神经网络的备件ABC分类模型[J].机械设计与制造,2008(2):215-217.
    [30]郭海湘,杨娟,杨文霞.基于改进的ABC模糊分类法煤矿物资分类[J].辽宁工程技术大学学报(自然科学版),2010,29(5):985-989.
    [31]丁留明,崔南方,李晋.考虑设备关键性的备件库存ABC分类两阶段改进模型研究[J].物流技术,2006(12):41-44.
    [32]胡啟军,尹迪,罗兵.基于ABC分类的备件多阶段多类别分类法[J].物流技术,2009(11):246-248.
    [33]P. Karljic. Purchasing must become supply management[J].Harvard Business Review,1983,61(5):109-117.
    [34]Cees J. Gelderman,Arjan J. Van Weele. Handling measurement issues and strategic directions in Kraljic's purchasing portfolio model[J].Journal of Purchasing & Supply Management,2003(9):207-216.
    [35]Marjolein C. J. Caniels,Cees J. Gelderman. Purchasing strategies in the Kraljic Matrix A power and dependence perspective[J].Journal of Purchasing & Supply Management,2005(11):141-155.
    [36]Rasmus Friis Olsen,Lisa M. Ellram. A portfolio approach to supplier relationships[J].Industrial Marketing Management,1997,26(2):101-113.
    [37]Sidhartha S. Padhi,StephanM. Wagner,Vijay Aggarwal. Positioning of commodities using the Kraljic Portfolio Matrix[J] Journal of Purchasing & Supply Management,2011 (Article in press):1-8.
    [38]Zhao Zhenfeng,Guo Danxia,Ding Liuming. Positioning Model of Purchasing Based on Kraljic's Purchasing Portfolio Matrix and Factor Analysis[C].The 6th International Conference on Management,Wuhan, China:2007:289-295.
    [39]Cees J. Gelderman,Arjan J. van Weele. Strategic Direction through Purchasing Portfolio Management A Case Study[J].The Journal of Supply Chain Management,2002,38(2):30-37.
    [40]Cees J. Gelderman,Arjan J. van Weele. Purchasing Portfolio Models A Critique and Update[J].The Journal of Supply Chain Management,2005,41(3):19-28.
    [41]冯雪莲.供应链中的采购管理[J].商业研究,2003(18):18-19.
    [42]许焕国.采购管理中的组合方法[J].产业与科技论坛,2006(8):78-81.
    [43]李荷华,蒋春伟.基于Kraljic模型的药品采购应用研究[J].中国市场,2009(36):57-61.
    [44]张杰,张健.基于Kraljic模型的石化企业供应商关系分类研究[J].财经理论与实践,2009,30(2):112-115.
    [45]康毅.采购项目定位模型研究[J].物流技术,2005(2):48-51.
    [46]杨婉慧,龚国华.Kraljic采购矩阵的改进与实证研究[J].物流科技,2009(7):139-142.
    [47]徐佳,刘晓冰.基于采购分组的钢铁行业采购策略研究[J].计算机集成制造系统,2009,15(6):1237-1242.
    [48]徐佳.钢铁集团生产物资供应管理系统研究及应用[D].大连:大连理工大学,2008.
    [49]R. A. Meese,K. Rogoff. Empirical exchange rate models of the seventies:do they fit out of sample? [J]. Journal of International Economics,1983,14(1-2):3-24.
    [50]秦喜文,闫厉,苗佳丽.新股上市价格预测的线性回归模型[J].长春工业大学学报 (自然科学版),2003,24(2):54-57.
    [51]郑其敏.通过非参数可加模型回归估计的享乐价格函数[J].统计与决策,2006(20):24-26.
    [52]潘雄.半参数模型的估计理论及其应用[D].武汉:武汉大学,2005.
    [53]安景文.半参数回归法预测短期焦炭价格[D].北京:中国矿业大学,2010.
    [54]Yaffee R. A. Introduction to Time Series Analysis and Forecasting with Applications of SAS and SPSS[M].New York:ACADEMIC PRESS,2000.
    [55]Raymond Y. C. Tse. An application of the ARIMA model to real-estate prices in Hong Kong[J].Journal of Property Finance,1997,8(2):152-163.
    [56]刘峰,王儒敬,李传席.ARIMA模型在农产品价格预测中的应用[J].计算机工程与应用,2009,45(25):238-239,248.
    [57]Ramon Lawrence. Using Neural Networks to Forecast Stock Market Prices[OL].1997:https://people.ok.ubc.ca/rlawrenc/research/Papers/nn.pdf.
    [58]Wen Xie,Lean Yu,Shanying Xu,etc. A New Method for Crude Oil Price Forecasting Based on Support Vector Machines[J].Computational Science-ICCS 2006, Part IV::444-451.
    [59]Chorng-Shyong Ong,Jih-Jeng Huang,Gwo-Hshiung Tzeng. Model identification of ARIMA family using genetic algorithms[J].Applied Mathematics and Computation,2005,164(3):885-912.
    [60]Ping-Feng Pai,Chih-Sheng Lin. A hybrid ARIMA and support vector machines model in stock price forecasting[J].Omega-The International Journal of Management Science,2005,33(6):497-505.
    [61]Md. Rafiul Hassan,Baikunth Nath,Michael Kirley. A fusion model of HMM, ANN and GA for stock market forecasting[J].Expert Systems with Applications, 2007,33(1):171-180.
    [62]W. HARRIS. How Many Parts to Make at Once[J].The Magazine of Management,1913,10(2):135-136,152.
    [63]Z. Kevin Weng. Channel coordination and quantity discounts [J].Management Science,1995,41(9):1509-1522.
    [64]Suresh K. Goyal,Yash P. Gupta. Integrated inventory models:The buyer-vendor coordination [J].European Journal of Operational Research,1989,41(3):261-269.
    [65]Luca Bertazzi. Rounding off the optimal solution of the economic lot size problem[J].Int. J. Production Economics,2003,81-82:385-392.
    [66]Moncer Hariga,Mohamed Haouari. An EOQ lot sizing model with random supplier capacity[J].Int. J. Production Economics,1999,58(1):39-47.
    [67]张钦,王冬冬.供应链中的合作与竞争——EOQ模型的一个扩展[J].东南大学学报(自然科学版),2003,33(2):237-240.
    [68]Harvey M. Wagner,Thomson M. Whitin. Dynamic Version of the Economic Lot Size Model[J].Management Science,1958,5(1):89-96.
    [69]E. A. Silver,H. C. Meal. A Heuristic for Selecting Lot Size Requirements for the Case of a Deterministic Time[J].Production and Inventory Management,1973,14(2):64-74.
    [70]Joseph D. Blackburn,Robert A. Millen. Heuristic Lot-Size Performance in a Rolling Schedule Environment[J].Descision Science,1980,11(4):691-701.
    [71]D. Beyer. An inventory model with wiener demand process and positive lead time[J].Optimization,1994,29(2):181-193.
    [72]Sidney Browne,Paul Zipkin. Inventory Models with Continuous Stochastic Demands[J].The Annals of Applied Probability,1991,1(3):419-435.
    [73]Paul Zipkin. Stochastic Leadtimes in Continuous-Time Inventory models [J].Naval Research Logistics Quarterly,1986,33(4):763-774.
    [74]Jing-Sheng Song. The Effect of Leadtime Uncertainty in a Simple Stochastic Inventory Model [J]. Management Science,1994,40(5):603-613.
    [75]贾湖,张世英,赵蓉.具有随机需求过程和随机供货时间的库存模型[J].天津大学学报,2001,34(4):508-510.
    [76]钱颂迪,胡运权.运筹学[M].北京:清华大学出版社出版,2001:371-374.
    [77]Moutaz Khouja. The news boy problem under progressive multiple discounts[J].European Journal of Operational Research,1995,84(2):458-466.
    [78]Guillermo Gallego,Ilkyeong Moon. The distribution free news boy problew review and extensions [J].The Journal of the Operational Research Society, 1993,44(8):825-834.
    [79]Hon-Shiang Lau,Amy Hing-Ling Lau. Reordering strategies for a Newsboy-type product[J].European Journal of Operational Research,1997,103(3):557-572.
    [80]Dobrila Petrovic,Radivoj Petrovic,Mirko Vujosevic. Fuzzy models for the newsboy Problem[J].Int. J. Production Economics,1996,45(1-3):435-441.
    [81]Andrew J. Clark,Herbert Scarf. Optimal Policies for a Mutil-Echelon Inventory Problem[J].Management Science,1960,6(4):475-490.
    [82]Morris A. Cohen,Hau L. Lee. Strategic analysis of integrated Production distribution systems models and methods[J].Operations Research,1988,36(2):216-228.
    [83]Antony Svoronos,Paul Zipkin. Evaluation of one-for-one replenishment Policies for Multi-echelon inventory systems[J].Management Science,1991,37(1):68-83.
    [84]David F. Pyke,Morris A. Cohen. Performance characteristics of stochastic integrated production-distribution systems[J].European Journal of Operational Research, 1993,68(1):23-48.
    [85]Ram Ganeshan. Managing supply chain inventories A multiple retailer,one warehouse,multiple supplier model[J]. International Journal Production Economics, 1999,59(1-3):341-354.
    [86]Jonas Andersson,Johan Marklund. Decentralized inventory control in a two-level distribution system[J].European Journal of Operational Research,2000,127(3):483-506.
    [87]常良峰,黄小原,卢震.两级供应链Stackelberg主从对策的优化模型及其应用[J].管理工程学报,2004,18(1):12-16.
    [88]Gerard P. Cachon,Paul H. Zipkin. Competitive and Cooperative Inventory Policies in a Two-stage Supply Chain[J].Management Science,1999,45(7):936-953.
    [89]Gerard P. Cachon. Stock Wars:Inventory Competition in a Two Echelon Supply Chain with Multiple Retailers[J].Operations Research,2001,49(5):658-674.
    [90]Angel Diaz,Michael C. Fu. Models for multi-echelon repairable item inventory systems with limited repair capacity[J].European Journal of Operational Research,1997(97):480-492.
    [91]A. Federgruen,P. Zipkin. An Inventory Model with Limited Production Capacity and Uncertain Demands II. The Discounted-Cost Criterion[J].Mathematics of Operations Research,1986,11(2):208-215.
    [92]John A. Buzacott,Rachel Q. Zhang. Inventory Management with Asset-Based Financing[J].Management Science,2004,50(9):1274-1292.
    [93]Manuel Laguna. A heuristic for production scheduling and inventory control in the presence of sequence-dependent setup times[J].IIE Transactions,1999,31(2):125-134.
    [94]Pablo A. Miranda,Rodrigo A. Garrido. Incorporating inventory control decisions into a strategic distribution network design model with stochastic demand[J].Transportation Research Part E,2004,40(3):183-207.
    [95]S. C. Liu,C. C. Lin. A heuristic method for the combined location routing and inventory problem[J].International Journal of Advanced Manufacturing Technology,2005,26(4):372-381.
    [96]崔广彬,李一军.模糊需求下物流系统CLRIP问题研究[J].控制与决策,2007,22(9):1000-1004.
    [97]Awi Federgruen,Aliza Heching. Combined Pricing and Inventory Control under Uncertainty[J].Operations Research,1999,47(3):454-475.
    [98]Moutaz Khouja. The economic production lot size model under volume flexibility[J].Computers Operation Research,1995,22(5):515-523.
    [99]M. A. Darwish. EPQ models with varying setup cost[J].International Journal of Production Economics,2008,113(1):297-306.
    [100]S. K. Goyal,A. Gunasekaran. An integrated production-inventory-marketing model for deteriorating items[J].computers & industrial engineering,1995,28(4):755-762.
    [101]王小斌,唐万生.具有不确定次品率的EPQ模型及其求解算法[J].计算机工程与应用,2007,43(35):105-107.
    [102]陈晖,罗兵,杨秀苔.一种考虑原材料库存成本的变质物品EPQ模型[J].中国管理科学,2007,15(3):93-97.
    [103]王乃超,康锐.多约束条件下备件库存优化模型及分解算法[J].兵工学报,2009,30(2):247-251.
    [104]司书宾,贾大鹏,兑红炎.带有横向调度的两级维修备件库存系统优化方法研究[J].西北工业大学学报,2008,26(6):765-770.
    [105]励凌峰,黄培清,骆建文.易腐物品的库存管理研究[J].系统工程,2004,22(3):25-30.
    [106]A. K. Bhunia,M. Maiti. An inventory model of deteriorating items with lot-size dependent replenishment cost and a linear trend in demand[J].Applied Mathematical Modelling,1999,23(4):301-308.
    [107]侯琳琳,邱菀华.混合渠道的易逝品分销系统的库存竞争[J].系统工程理论与实践,2009,29(2):44-52.
    [108]高振,唐立新,陶炜.大型钢铁企业原料采购计划模型[J].系统工程学报,2003,18(6):566-570.
    [109]Zhen Gao,Lixin Tang. A multi-objective model for purchasing of bulk raw materials of a large-scale integrated steel plant[J].International Journal of Production Economics,2003,83(3):325-334.
    [110]Zhen Gao,Tang LiXin. Combine column generation with GUB to solve the steel-iron rawmaterials purchasing lot-sizing problem[J].ACTA Automatica Sinica, 2004,30(1):20-26.
    [111]刘国莉,唐立新,张明.钢铁原料库存问题研究[J].东北大学学报(自然科学版),2007,28(2):172-175.
    [112]L. Tang,G. Liu,J. Liu. Raw material inventory solution in iron and steel industry using Lagrangian relaxation[J].Journal of the Operational Research Society,2008,59 (1):44-53.
    [113]朱晓琼.钢铁企业供应链库存问题研究[D].武汉科技大学,2008.
    [114]Brian Denton,Diwakar Gupta. Strategic inventory deployment in the steel industry[J].IIE Transactions,2004,36(11):1083-1097.
    [115]P. A. Huegler,J. C. Hartman. Fulfilling orders for steel plates from existing inventory[J]. Journal of the Operational Research Society,2007,58(9):1156-1166.
    [116]胡琨元,常春光,郑秉霖.钢铁企业中库存匹配与生产计划联合优化模型与算法[J].信息与控制,2004,33(2):177-180.
    [117]郑小媛,施灿涛,张文新.钢铁企业生产管理中的库存匹配模型与算法[J].微计算机信息,2007,23(36):9-10.
    [118]卢克斌,黄可为,汪定伟.钢铁企业合同计划与余材匹配的集成优化方法[J].控制与决策,2009,24(1):71-75.
    [119]郑惠莉,达庆利.一种需求和采购价均为时变的EOQ模型[J].中国管理科学,2003,11(5):27-31.
    [120]王忠宗.采购管理实务[M].广州:广东经济出版社,2001.
    [121]杨北浩.国内外电炉短流程炼钢的水平[J].冶金从刊,1997(1):23.
    [122]薛正良.钢铁冶金概论[M].北京:冶金工业出版社,2008.
    [123]赵激.短流程炼钢新技术研究[D].贵州大学,2005:5-6.
    [124]杨宁川,黄其明,何腊梅.炼钢短流程工艺国内外现状及发展趋势[J].中国冶金,2010,20(4):17-22.
    [125]雷亚,杨治立,任正德.炼钢学[M].北京:冶金工业出版社,2010.
    [126]中国矿业资源网.2011年中国铁矿石产量数据分析[EB].http://www. chinaore.com/analysis/show-71691.html.
    [127]吴建常.中国钢铁工业发展现状及废钢铁消费趋势[J]中国废钢铁,2007(2):6-13.
    [128]刘丽平,程冠群,卢详通.我国煤炭市场分析及钢铁企业对策[J].煤炭经济研究,2009(1):17-18,23.
    [129]马立杰.DEA理论及应用研究[D].山东大学,2007.
    [130]中华人民共和国工业和信息化部原材料司.2010钢铁行业运行情况及2011年展望[EB].2011.2.16:http://www.miit.gov.cn/n11293472/n11293832/n11294132/n12858402 /n12858492/13596309.html.
    [131]海关统计资讯网.海关统计[EB].2011.3.10:http://www.chinacustomsstat.com/.
    [132]Paul Sukagawa. Is iron ore priced as acommodity? Past and current practice[J]. Resources Policy,2010,35(1):54-63.
    [133]H. S. Chang. Estimating Japanese import shares of iron ore[J].Resources Policy, 1994,20(2):87-93.
    [134]H. S. Chang,T. Sheales. Australian iron ore trade with Japan factors affecting market share[J].Agricultural and Resource Quarterly,1993,5(2):216-227.
    [135]World Steel Association. Steel statistical yearbook 2011[M].Brussels:Worldsteel Committee on Economic Studies,2011.
    [136]World Steel Association. World Steel in Figures 2011[R].Brussels:Worldsteel Committee on Economic Studies,2011.
    [137]李雪姣,刘伟.海运费对我国进口铁矿石价格的影响及对策[J].水运管理,2010,32(8):7-10.
    [138]罗冰生.2007年我国进口铁矿石情况及2008年进口态势分析[J].冶金管理,2008(3):4-7.
    [139]徐康宁,韩剑.中国钢铁产业的集中度、布局与结构优化研究——兼评2005年钢铁产业发展政策[J].中国工业经济,2006(2):37-44.
    [140]李少军.“冲突——合作模型”与中美关系的量化分析[J].世界经济与政治,2002(4):43-49.
    [141]刘思峰,党耀国,方志耕.灰色系统理论及其应用[M].北京:科学出版社,2010:63-88.
    [142]张松林.非线性半参数模型最小二乘估计理论及应用研究[D].武汉:武汉大学,2003.
    [143]黎运发,黄名辉.核密度估计逐点最优窗宽选择的改进[J].统计与决策,2011(14):28-32.
    [144]徐国祥.统计预测和决策[M].上海:上海财经大学出版社,2008:129-167.
    [145]高铁梅,王金明,梁云芳.计量经济分析方法与建模——Eviews应用及实例[M].北京:清华大学出版社,2009:147-217.
    [146]施彦,韩力群,廉小亲.神经网络设计方法与实例分析[M].北京:北京邮电大学出版社,2009.
    [147]张根保,刘佳,王国强.基于遗传算法和最小二乘支持向量机可靠性分配[J].计算机应用研究,2010,27(9):3300-3302.
    [148]郭辉,刘贺平,王玲.最小二乘支持向量机参数选择方法及其应用研究[J].系统仿真学报,2006,18(7):2033-2036,2051.
    [149]王克奇,杨少春,戴天虹.采用遗传算法优化最小二乘支持向量机参数的方法[J].计算机应用与软件,2009,26(7):109-111.
    [150]秦全德.粒子群算法研究及应用[D].广州:华南理工大学,2011:16-28.
    [151]Chang Chih-Chung,Lin Chih-Jen. LIBSVM a Library for Support Vector Machines[J].ACM Transactions on Intelligent Systems and Technology,2011,2 (27):1-27.
    [152]席元凯,吴旻.随机需求下的供应链库存控制策略研究[J].计算机应用研究,2009,26(11):4221-4222.
    [153]M. Z. Babai,Z. Jemai,Y. Dallery. Analysis of order-up-to-level inventory systems with compound Poisson demand[J].European Journal of Operational Research,2011, 210(3):552-558.
    [154]荆楚网.“武钢模式”年降铁矿石采购成本9亿元[EB]. http://news.cnhubei.com /hbrb/hbrbsglk/hbrb03/201112/t1913950.shtml.
    [155]安恰,骆建文.基于价格折扣的易腐物品供应链库存的协作控制研究[J].管理工程学报,2007,21(4):80-84.
    [156]Karmal Golabi. Optimal Inventory Policies when Ordering Prices are Random[J].Operations Research,1985,33(3):575-588.
    [157]曹晓刚.原材料价格波动下的生产_库存管理研究[D].武汉:武汉大学,2009.
    [158]李丹.粒子群优化算法及其应用研究[D].沈阳:东北大学,2007.
    [159]Yuhui Shi,Russell C. Eberhart. Empirical Study of Particle Swarm Optimization[C].Proceedings of the 1999 Congress on Evolutionary Computation, Washington, DC, USA:1999:1945-1950.
    [160]Russell C. Eberhart,Yuhui Shi. Comparing Inertia Weights and Constriction Factors in Particle Swarm Optimization[C].Proceedings of the 2000 Congress on Evolutionary Computation, La Jolla,USA:2000:84-88.
    [161]Yuhui Shi,Russell C. Eberhart. A Modified Particle Swarm Optimizer[C].The 1998 IEEE International Intelligence conference on Evolutionary Computation,Anchorage, AK, USA:1998:1.
    [162]赵晓波,黄四民.库存管理[M].北京:清华大学出版社,2008.
    [163]Sven Axsater. Inventory Control[M]北京:清华大学出版社,影印版,2007.
    [164]梁中渝.炼铁学[M].北京:冶金工业出版社,2009:1.
    [165]庞峰.模拟退火算法的原理及算法在优化问题上的应用[D].吉林大学,2006.

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