滥用非线性字段标准化方法:论文层面的非线性字段归一化引文计数不应相加或取平均值

IF 4.3 3区 材料科学 Q1 ENGINEERING, ELECTRICAL & ELECTRONIC ACS Applied Electronic Materials Pub Date : 2024-05-07 DOI:10.1016/j.joi.2024.101531
Xing Wang
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引用次数: 0

摘要

使用非线性字段标准化方法获得的论文层面的非线性字段标准化引文计数不应相加或平均。遗憾的是,学术文献中不乏将单篇论文的非线性归一化引文计数相加或平均的案例,这说明非线性场归一化方法在学术界长期以来一直被滥用。在本文中,我们开展了以下三项研究工作。首先,我们从数学理论分析的角度分析了为什么单篇论文的非线性归一化引文计数不应该相加或平均:我们为分析的关键步骤提供了数学证明。其次,我们将现有的主要领域归一化方法系统地分为线性领域归一化方法和非线性领域归一化方法。第三,我们利用真实的引文数据,探讨了非线性归一化引文数相加或平均对实际研究评价结果造成的误差影响。上述三项研究工作为今后正确使用场归一化方法提供了理论依据。此外,由于我们的数学证明适用于整个实数域中的所有非线性数据,因此我们的研究工作对整个数据和信息科学领域也是有意义的。
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The misuse of the nonlinear field normalization method: Nonlinear field normalization citation counts at the paper level should not be added or averaged

Nonlinear field normalization citation counts at the paper level obtained using nonlinear field normalization methods should not be added or averaged. Unfortunately, there are many cases adding or averaging the nonlinear normalized citation counts of individual papers that can be found in the academic literature, indicating that nonlinear field normalization methods have long been misused in academia. In this paper, we performed the following three research works. First, we analyzed why the nonlinear normalized citation counts of individual papers should not be added or averaged from the perspective of theoretical analysis in mathematics: we provided mathematical proofs for the crucial steps of the analysis. Second, we systematically classified the existing main field normalization methods into linear and nonlinear field normalization methods. Third, we used real citation data to explore the error effects caused by adding or averaging the nonlinear normalized citation counts on practical research evaluation results. The above three research works provide a theoretical basis for the proper use of field normalization methods in the future. Furthermore, because our mathematical proof is applicable to all nonlinear data in the entire real number domain, our research works are also meaningful for the whole field of data and information science.

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来源期刊
CiteScore
7.20
自引率
4.30%
发文量
567
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