| 需求为任意次函数存贮模型的最优解 |
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| 引用本文： | 韩松,何崇仁,刘建平. 需求为任意次函数存贮模型的最优解[J]. 系统工程, 2003, 21(4): 20-22 |
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| 作者姓名： | 韩松 何崇仁 刘建平 |
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| 作者单位： | 1. 广西工学院,信计系,广西,柳州,545006
2. 广西大学,数学和信息系,广西,南宁,530004 |
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| 摘 要： | 讨论一类推广的需求率为任意次函数的存贮模型，给出谈模型的解析最优解，同时讨论谈模型的各类应用实例．
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| 关 键 词： | 库存模型 需求率 任意次函数 存贮模型 最优解 |
| 文章编号： | 1001-4098(2003)04-0020-03 |
Optimization Solution of a Kind of Inventory Model for the Life Cycle Fitting Approximation by Using Free Degree Function |
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| HAN Song ,HE Cong ren ,LIU Jian ping. Optimization Solution of a Kind of Inventory Model for the Life Cycle Fitting Approximation by Using Free Degree Function[J]. Systems Engineering, 2003, 21(4): 20-22 |
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| Authors: | HAN Song HE Cong ren LIU Jian ping |
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| Affiliation: | HAN Song 1,HE Cong ren 1,LIU Jian ping 2 |
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| Abstract: | The typical reserve model is only limited to the case in which require speed(the Requirement in unit time) doesn't vary. But the requirement of practical reserve often varies. As the requirement rate is a linear function or quadratic function, etc, its tactics of reserve control see also the document. The paper gives a reserve model which the requirement rate is a kind of hight degree function, and varies periodically. It also gives an analytic solution and conclusion. |
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| Keywords: | Inventory Fees Demand Rate Life Cycle Order Quantity Replenishment Time |
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