摘要
建立了知识效用函数模型,讨论新兴企业决策时的最优关系强度。在不考虑成本情况下,最优关系强度与建立联系两企业之间的知识宽度差异率、自身对知识利用的效率、探索式学习获取知识的弹性系数是呈反向的关系;与新兴企业自身知识量宽度、与建立联系两企业之间的知识深度差异率、利用式学习获取知识的弹性系数呈正向的关系。当考虑成本时,最优关系强度与建立联系两企业之间的知识宽度差异率、自身对知识利用的效率仍然是呈反向的关系;而与新兴企业自身知识量宽度、与建立联系两企业之间的知识深度差异率呈正向的关系。
This paper establishes the utility function model of knowledge and discusses the optimal strength of ties.Without taking the cost into account,the optimal strength of ties has an inverse relation with the rate of knowledge breadth differences between the two enterprises,self-knowledge utilization efficiency,elasticity coefficient of knowledge from exploration learning,while it positively correlate with amount of knowledge itself,the rate of knowledge depth differences between the two enterprises,and elasticity coefficient of knowledge from exploitation learning.The same conclusion is drawn when costs are considered.
出处
《系统工程》
CSSCI
CSCD
北大核心
2010年第7期8-12,共5页
Systems Engineering
基金
国家自然科学基金资助项目(7097301770901001)
安徽省自然科学基金资助项目(KJ2010b359)
关键词
知识效用
关系强度
探索式学习
利用式学习
The Utility of Knowledge
The Optimal Strength of Ties
Explorative Learning
Exploitative Learning
