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谐波发表与引用计数:公平地分配作者署名权——而非平均、按几何或算术方式分配。

Harmonic publication and citation counting: sharing authorship credit equitably - not equally, geometrically or arithmetically.

作者信息

Hagen Nils T

机构信息

Faculty of Biosciences and Aquaculture, Bodø University College, Bodø, Norway.

出版信息

Scientometrics. 2010 Sep;84(3):785-793. doi: 10.1007/s11192-009-0129-4. Epub 2009 Dec 16.


DOI:10.1007/s11192-009-0129-4
PMID:20700372
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC2909428/
Abstract

Bibliometric counting methods need to be validated against perceived notions of authorship credit allocation, and standardized by rejecting methods with poor fit or questionable ethical implications. Harmonic counting meets these concerns by exhibiting a robust fit to previously published empirical data from medicine, psychology and chemistry, and by complying with three basic ethical criteria for the equitable sharing of authorship credit. Harmonic counting can also incorporate additional byline information about equal contribution, or the elevated status of a corresponding last author. By contrast, several previously proposed counting schemes from the bibliometric literature including arithmetic, geometric and fractional counting, do not fit the empirical data as well and do not consistently meet the ethical criteria. In conclusion, harmonic counting would seem to provide unrivalled accuracy, fairness and flexibility to the long overdue task of standardizing bibliometric allocation of publication and citation credit.

摘要

文献计量学计数方法需要对照作者署名权分配的公认观念进行验证,并通过摒弃拟合度差或存在道德问题的方法进行标准化。调和计数法符合这些要求,它与医学、心理学和化学领域先前发表的实证数据拟合良好,并且符合公平分配作者署名权的三项基本道德标准。调和计数法还可以纳入关于同等贡献或通讯作者更高地位的额外署名信息。相比之下,文献计量学文献中先前提出的几种计数方案,包括算术计数、几何计数和分数计数,与实证数据的拟合度不佳,也不能始终符合道德标准。总之,调和计数法似乎为长期欠缺的文献计量学出版物和引用学分分配标准化任务提供了无与伦比的准确性、公平性和灵活性。

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[3]
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[5]
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[8]
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本文引用的文献

[1]
Credit for coauthors.

Science. 2009-1-30

[2]
Harmonic allocation of authorship credit: source-level correction of bibliometric bias assures accurate publication and citation analysis.

PLoS One. 2008

[3]
The write position. A survey of perceived contributions to papers based on byline position and number of authors.

EMBO Rep. 2007-11

[4]
Mathematical Authorship.

Science. 1964-7-17

[5]
Multiple authorship.

Science. 1981-5-29

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