本文選題：科研績效 + 影響因子��； 參考：《情報雜志》2017年04期

【摘要】：[目的/意義]設(shè)計(jì)一種以同一機(jī)構(gòu)同學(xué)科領(lǐng)域的全部論文和頂級論文被引平均值為基準(zhǔn),體現(xiàn)激勵原則,同時兼顧研究者整個學(xué)術(shù)生命周期,解決睡美人論文現(xiàn)象即延遲認(rèn)可的科研績效積分體系:引用均值非線性分段評價系統(tǒng)。[方法/過程]針對目前科研績效主要依靠論文收錄情況和期刊影響因子的現(xiàn)象,充分論證論文的影響力與期刊影響因子的弱相關(guān)性。以2016年某教育學(xué)學(xué)科排名為例,說明具有主觀因素的同行、專家評議指標(biāo)在修正客觀指標(biāo)的同時,也具有一定的局限性。利用知識圖譜,分析相關(guān)的學(xué)術(shù)研究、單篇論文影響力與期刊評價的最新研究成果,最終歸結(jié)為對被引頻次的各種計(jì)算。最后以天津師范大學(xué)近10年的化學(xué)SCI論文為樣本數(shù)據(jù),設(shè)計(jì)分段公式。[結(jié)果/結(jié)論]論證得出三個非線性公式:(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;以及解決睡美人論文的計(jì)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，

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