Stochastic modelling of the first-citation distribution (original) (raw)
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References
- Burrell, Q. L. (1980), A simple stochastic model for library loans. Journal of Documentation, 36: 115-132.
Article Google Scholar - Burrell, Q. L. (1985), A note on ageing in a library circulation model. Journal of Documentation, 41: 100-115.
Google Scholar - Burrell, Q. L. (1986), A second note on ageing in a library circulation model: the correlation structure. Journal of Documentation, 42: 114-128.
Google Scholar - Burrell, Q. L. (1987), A third note on ageing in a library circulation model: applications to future use and relegation. Journal of Documentation, 43: 24-45.
Google Scholar - Burrell, Q. L. (1988a), Predictive aspects of some bibliometric processes. In: L. Egghe and R. Rousseau, (Eds), Informetrics 87/88: Select Proceedings of the First International Conference on Bibliometrics and Theoretical Aspects of Information Retrieval, Elsevier, Amsterdam, pp. 43-63.
Google Scholar - Burrell, Q. L. (1988b), Modelling the Bradford phenomenon. Journal of Documentation, 44: 1-18.
Google Scholar - Burrell, Q. L. (1990), Using the gamma-Poisson model to predict library circulations. Journal of the American Society for Information Science, 41: 164-170.
Article Google Scholar - Burrell, Q. L. (1992), The dynamic nature of bibliometric processes: a case study. In: I. K. Ravichandra Rao, (Ed.), Informetrics-91: Selected papers from the Third International Conference on Informetrics, Ranganathan Endowment, Bangalore, pp. 97-129.
Google Scholar - Burrell, Q. L., Cane, V. R. (1982), The analysis of library data. (With discussion.) Journal of the Royal Statistical Society, Series A, 154: 439-471.
Article Google Scholar - Burrell, Q. L., Fenton, M. R. (1993), Yes, the GIGP really does work — and is workable! Journal of the American Society for Information Science, 44: 61-69.
Article Google Scholar - Cane, V. R. (1997), A class of non-identifiable stochastic models, Journal of Applied Probability, 14: 475-482.
Article MathSciNet Google Scholar - Egghe, L. (1994), A theory of continuous rates and applications to the theory of growth and obsolescence rates. Information Processing and Management, 30: 279-292.
Article Google Scholar - Egghe, L. (2000), A heuristic study of the first-citation distribution. Scientometrics, 48: 345-359.
Article Google Scholar - Egghe, L., Ravichandra Rao, I. K. (1992), Citation age data and the obsolescence function: fits and explanations. Information Processing and Management, 28: 201-217.
Article Google Scholar - GlÄnzel, W. (1992), One some stopping times of citation processes. From theory to indicators, Information Processing and Management, 28: 53-60.
Article Google Scholar - GlÄnzel, W., Schoepflin, U. (1995), A bibliometric study on ageing and reception processes of scientific literature, Journal of Information Science, 21: 37-53.
Google Scholar - Gupta, B. M. (1998), Growth and obsolescence of literature in theoretical population genetics. Scientometrics, 42: 335-347.
Article Google Scholar - Parzen, E. (1962), Stochastic Processes, Holden-Day, San Francisco.
MATH Google Scholar - Ross, S. M. (1996), Stochastic Processes (2nd edition), Wiley, New York.
MATH Google Scholar - Rousseau, R. (1994), Double exponential models for first-citation processes. Scientometrics, 30: 213-227.
Article Google Scholar - Schubert, A., GlÄnzel, W., (1986), Mean Response Time — a new indictor of journal citation speed with application to physics journals, Czechoslovak Journal of Physics (B), 36: 121-125.
Article Google Scholar - Sichel, H. S. (1985), A bibliometric distribution which really works. Journal of the American Society for Information Science, 36: 314-321.
Google Scholar - Sichel, H. S. (1992), Anatomy of the generalised inverse Gaussian-Poisson distribution with special applications to bibliometric studies. Information Processing and Management, 28: 5-17.
Article Google Scholar - Van Raan, A. J. F. (1988), Impact of research performance as measured by citations: a new model. In: L. Egghe, R. Rousseau, (Eds), Informetrics 87/88: Select Proceedings of the First International Conference on Bibliometrics and Theoretical Aspects of Information Retrieval, Elsevier, Amsterdam, pp. 293-299.
Google Scholar