<cite id="d9bzp"></cite>
<cite id="d9bzp"><span id="d9bzp"></span></cite>
<cite id="d9bzp"><video id="d9bzp"></video></cite><var id="d9bzp"></var>
<var id="d9bzp"><video id="d9bzp"><thead id="d9bzp"></thead></video></var>
<menuitem id="d9bzp"><video id="d9bzp"></video></menuitem>
<var id="d9bzp"></var><cite id="d9bzp"><video id="d9bzp"></video></cite>
<cite id="d9bzp"></cite>
<var id="d9bzp"></var>
<var id="d9bzp"></var>
<var id="d9bzp"><video id="d9bzp"><thead id="d9bzp"></thead></video></var>

公司外派人员安排最佳方案

时间:2017-08-11 数学毕业论文 我要投稿

公司外派人员安排最佳方案

摘要
数学建模是把数学与客观实际问题联系起来的纽带,本文就是利用数学建模解决现实中的实际问题,该问题主要是为了求解在客户的要求下某装修公司每天收益的最大化,是1个优化问题;我们在对这个问题建模时,主要是基于客户的两个要求来建立的:(1)客户对员工的人数要求;(2)客户对装修工期的要求。对于第1个要求我们建立了基本模型(整数线形规划模型),而对于第2个要求,我们在第1个要求的基础上,进1步改进了基本模型,从而建立了某个项目先完工的模型。然后运用数学软件LINGO求解模型,得出结论,来实现公司1天收益最大化的目的。
关键词:整数线性规划;最大收益;人员安排

 

The preferred plan of the companys arrangement
for external assigned personnel
Abstract
Mathematical modeling is the link which relates mathematics and the practical problems. In this paper wu use mathematical modeling to solve real practical problems, The main problem is to solve under the customers request to some decoration companies daily profits maximization, belongs to the question of optimization; When we modeling of the problem, is mainly based on two of the clients requests:(1) The number of staff members for customers request;(2) The renovation period customers requirements.For the first requirement we has established the basic model (integer linear programming model), and for the second one, based on the first requirement, we made some of further improvement so as to establish a certain project . Using LINGO to solve the  model, draw a conclusion for realizing a companys daily maximization revenue purposes.
Keywords : integer linear programming; maximizing revenues; personnel arrangements

公司外派人员安排最佳方案相关推荐
云南快乐十分哪个好_北京pK怎么玩-湖北快3怎么玩 吴磊| 夜线| 海康威视| 雪莉今日进行尸检| 西班牙人| 腾讯退出拼多多| 汤姆克鲁斯| 科大讯飞| 三国演义| 贾斯汀比伯|