利用ΔR(n)/Δn界定核心区域的探讨

被引:3
作者
何荣利
机构
[1] 沈阳农业大学图书馆辽宁
关键词
journal evaluation; mathematical analysis; theoretical study;
D O I
10.16353/j.cnki.1000-7490.2003.05.011
中图分类号
G353 [情报资料的处理];
学科分类号
1205 ;
摘要
Based on R(n)-n curve,this article makes a deep analysis of ΔR(n)/Δn from the mathematical,geometrical and actual meanings.The change of ΔR(n)/Δn indicates that there is a clear convergence and dispersion in the actual distribution of the documents of the journals.The area in which ΔR(n)/Δn changes greatly is the core area,the area in which ΔR(n)/Δn changes continuously is the dispersive area,and the point at which the variance of ΔR(n)/Δn is bigger than 1 for the two adjacent journals may be taken as the boundary line between the core area and the non core area.
引用
收藏
页码:421 / 423
页数:3
相关论文
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何荣利 .
大学图书馆学报, 1998, (05) :33-35
[2]  
文献计量学[M]. - 科学技术文献出版社 , 邱均平 编著, 1988