1. The Byline: Thoughts on the distribution of author ranks in multiauthored papers
- Author
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Egghe, L., Liang, Liming, and Rousseau, R.
- Subjects
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AUTHORS , *ALPHABETS , *NEWSPAPERS , *DISTRIBUTION (Probability theory) - Abstract
We analyze the multiauthorship matrix
M , defined as the matrix where a cell M (j, κ) denotes the number of times authors withj publications are ranked as theκth author of an article. We prove that if the distribution of the number of authors per paper follows a power law, then the author rank distribution is approximately equal to this power law (more precisely, equal in Landau''s bigO sense). We further determine the author rank distribution in the case where authors can be characterized through a seed number; this is the probability of preceding a fixed author in the byline of an article. Such a seed is determined for alphabetical ranking of authors using the standard western alphabet. [Copyright &y& Elsevier]- Published
- 2003
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