在学术出版中将功劳归于合著者:1/N规则、并行化和团队奖金

Louis de Mesnard
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引用次数: 0

摘要

想要招募研究人员或对研究人员进行排名的大学必须将信用评分归因于他们的学术出版物。虽然他们可以使用索引,但仍然存在合著论文的困难。将一篇有n篇作者的论文计算为每位合著者一篇论文是不公平的,也就是说,将n篇论文加到总数中是不公平的:这是“喂饱大众”。按百分比或简单地除以n(“1/n规则”)在共同作者之间分享荣誉更公平,但有些苛刻。因此,我们建议通过引入并行化奖励来考虑并行化的生产力收益,该奖励将分配给每个共同作者的荣誉乘以。对于合著者来说,表明他们是如何组织他们的工作来发表论文的,这可能是一个主意。然而,他们的回答可能会系统性地带有偏见。幸运的是,由于专业化,并行任务的数量受到共同作者数量的限制,而信用受到限制的帕累托最大值的限制。因此,对于N个并行任务,积分为(n2)/3n。由于并行任务最多和共同作者一样多,因此分配给每个共同作者的信用是(n 2)/3n,对于两个共同作者,这是单作者论文的2/3,而当共同作者数量非常大时,这是1/3。这就是“最大并行化信用”。我们打算采用的规则。这种新方法是可行的。它可以适用于过去和现在的报纸,而不需要出版社的同意。这是公平的,它奖励学术出版领域的真诚合作。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Attributing Credit to Coauthors in Academic Publishing: The 1/N Rule, Parallelization, and Team Bonuses
Universities looking to recruit or to rank researchers have to attribute credit scores to their academic publications. While they could use indexes, there remains the difficulty of coauthored papers. It is unfair to count an n-authored paper as one paper for each coauthor, i.e., as n papers added to the total: this is “feeding the multitude�?. Sharing the credit among coauthors by percentages or by simply dividing by n (“1/n rule�?) is fairer but somewhat harsh. Accordingly, we propose to take into account the productivity gains of parallelization by introducing a parallelization bonus that multiplies the credit allocated to each coauthor. It might be an idea for coauthors to indicate how they organized their work in producing the paper. However, they might systematically bias their answers. Fortunately, the number of parallel tasks is bounded by the number of coauthors because of specialization and the credit is bounded by a limiting Pareto maximum. Thus, credit is given by (N 2)/3n for N parallel tasks. As there are, at most, as many parallel tasks as co-authors, credit allocated to each coauthor is given by (n 2)/3n, that varies between 2/3 of a single-authored paper for two coauthors and 1/3 when the number of coauthors is very large. This is the “maximum parallelization credit�? rule that we propose to apply. This new approach is feasible. It can be applied to past and present papers regardless of the agreement of publishing houses. It is fair and it rewards genuine cooperation in academic publishing.
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