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基于灰色系统理论的科技人才资源优化配置
引用本文:何荣旺,刘伟,查建中,贺仲雄. 基于灰色系统理论的科技人才资源优化配置[J]. 系统工程与电子技术, 2003, 25(6): 678-681
作者姓名:何荣旺  刘伟  查建中  贺仲雄
作者单位:1. 北方交通大学机械与电子控制工程学院智能工程研究室,北京,100044
2. 北方交通大学计算机与信息技术学院,北京,100044
摘    要:在科技人才资源的灰色优化配置过程中 ,首先进行科技人才资源对人均国民生产总值的灰色关联分析 ;然后建立科技人才资源的灰色预测模型并进行检验和实际预测 ;最后把分析得出的各类科技人才对人均国民生产总值的灰色关联度作为确定其对社会、经济和科技发展的贡献率灰数的依据。首次提出灰常数这个概念 ,进而进行科技人才资源的灰色优化配置。实例表明 ,该方法可行。

关 键 词:灰色关联分析  优化配置  GM(1  1)模型  科技人才资源  灰常数
文章编号:1001-506X(2003)06-0678-04
修稿时间:2002-05-13

The Optimal Allocation of Intellectual Resources Based on the Grey System Theory
HE Rong wang+,LIU Wei+,ZHA Jian zhong+,HE Zhong xiong+. The Optimal Allocation of Intellectual Resources Based on the Grey System Theory[J]. System Engineering and Electronics, 2003, 25(6): 678-681
Authors:HE Rong wang+  LIU Wei+  ZHA Jian zhong+  HE Zhong xiong+
Affiliation:HE Rong wang+1,LIU Wei+1,ZHA Jian zhong+1,HE Zhong xiong+2
Abstract:During the grey optimal allocation of intellectual resources, firstly the grey relational degrees of intellectual resources to per capita GDP are analyzed, then a grey prediction model of intellectual resources is built, tested and predicted practically. Secondly, the grey relational degrees of intellectuals in all trades to the per capita GDP are used as a basis to decide their contribution rate to the development of society,economy,science and technology. Lastly, the concept of grey constant is proposed for the first time, and the allocation of the intellectual resources is optimized. The practical calculation shows the method is feasible.;
Keywords:Grey relational analysis  Optimal allocation  Model GM(1  1)  Intellectual resources  Grey constant
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