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Theory of first-citation distributions and applications. (English) Zbl 1002.60518


MSC:

60E99 Distribution theory
60K99 Special processes
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References:

[1] Gupta, B. M.; Rousseau, R., Further investigations into the first-citation process: The case of population genetics, Libres, 2 (1999), http://aztec.lib.utk.edu/libres/libregn2/fc.ftm
[2] Motylev, V. M., Study into the stochastic process of change in the literature citation pattern and possible approaches to literature obsolescence estimation, International Forum on Information and Documentation, 6, 3-12 (1981)
[3] Rousseau, R., Double exponential models for first-citation processes, Scientometrics, 30, 1, 213-227 (1994)
[4] Lotka, A. J., Frequency distribution of scientific productivity, Journal of the Washington Academy of Sciences, 16, 317-323 (1926)
[5] Egghe, L.; Rousseau, R., Introduction to Informetrics, Quantitative Methods in Library, Documentation and Information Science (1990), Elsevier: Elsevier Amsterdam
[6] Matricciani, E., The probability distribution of the age of references in engineering papers, IEEE Transactions of Professional Communication, 34, 7-12 (1991)
[7] Egghe, L.; Ravichandra Rao, I. K., Citation age data and the obsolescence function: Fits and explanations, Information Processing and Management, 28, 2, 201-217 (1992)
[8] Egghe, L., A heuristic study of the first-citation distribution, Scientometrics, 48, 3, 345-359 (2000)
[9] Ravichandra Rao, I. K., Quantitative Methods to Library and Information Science (1983), Wiley Eastern: Wiley Eastern New Delhi
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