基于Total-Top论文引用均值的非线性分段评价体系研究

发布时间：2018-06-27 06:42

  本文选题：科研绩效 + 影响因子　； 参考：《情报杂志》2017年04期

【摘要】：[目的/意义]设计一种以同一机构同学科领域的全部论文和顶级论文被引平均值为基准,体现激励原则,同时兼顾研究者整个学术生命周期,解决睡美人论文现象即延迟认可的科研绩效积分体系:引用均值非线性分段评价系统。[方法/过程]针对目前科研绩效主要依靠论文收录情况和期刊影响因子的现象,充分论证论文的影响力与期刊影响因子的弱相关性。以2016年某教育学学科排名为例,说明具有主观因素的同行、专家评议指标在修正客观指标的同时,也具有一定的局限性。利用知识图谱,分析相关的学术研究、单篇论文影响力与期刊评价的最新研究成果,最终归结为对被引频次的各种计算。最后以天津师范大学近10年的化学SCI论文为样本数据,设计分段公式。[结果/结论]论证得出三个非线性公式:(1)NLS_1=Ln[(Tot_pm+1)/Tot_pm]+[Ln(cc/Tot_pm)]/100-0.01;(2)NLS_2=Ln(cc/Tot_pm);(3)NLS_3=Ln(cc/Tot_pm)+(cc-Top_pm)/100;以及解决睡美人论文的计量公式: ∑ni=1NSL(P_i~(ct)( cc)) + ∑mi=1NSL(P_i~(ct)( cc))。
[Abstract]:[objective / significance] to design a design based on the average cited average of all papers and top-level papers in the same institution and subject area, reflecting the principle of motivation, while taking into account the entire academic life cycle of the researcher, Solving the phenomenon of Sleeping Beauty thesis that is the delayed recognition of the scientific research performance integral system: quoting the mean nonlinear piecewise evaluation system. [method / process] in view of the phenomenon that the current scientific research performance mainly depends on the collection of papers and the phenomenon of journal influence factors, the weak correlation between the influence of papers and the influence factors of periodicals is fully demonstrated. Taking the ranking of a certain pedagogy subject in 2016 as an example, it is shown that the peer with subjective factors, the expert evaluation index has some limitations while revising the objective index. Using the knowledge map to analyze the relevant academic research the influence of a single paper and the latest research results of periodical evaluation can be attributed to the calculation of citation frequency. Finally, based on the chemical sci papers of Tianjin normal University in recent 10 years, a piecewise formula is designed. [results / conclusions] three nonlinear formulas have been established: (1) NLS _ S _ S _ 1 / L _ n [(Totpm _ 1) TotSP _ pm] [L _ n (cc/ T _ otp _ pm)] _ r _ (100-0.01); (2) NLS _ 2n (cc-T _ otpm _); (_ 3) NLS _ 3L _ n (cc-Toppm) / P / 100; and a formula for solving sleeping papers: NSL (Pi ~ (ct) (cc) 鈭，

本文编号：2073028