Journal of Information and Knowledge (Formerly SRELS Journal of Information Management)

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Lotka's Law and its Leimkuhler Representation


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1 Katholieke Industriele Hogeschool West-Vlaanderen Zeedijk 101, B-8400 Oostende, Belgium
     

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We study the continuous form of Lotka's law. In particular, we are interested in the inflection point of the cumulative distribution when represented on semi-logarithmic scales (its so-called Leimkuhler representation). A comparison, with the discrete form shows that the results obtained for the continuous case are not accurate enough to give precise information on real data.
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Ronald Rousseau
Katholieke Industriele Hogeschool West-Vlaanderen Zeedijk 101, B-8400 Oostende
Belgium


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  • Lotka's Law and its Leimkuhler Representation

Abstract Views: 291  |  PDF Views: 6

Authors

Ronald Rousseau
Katholieke Industriele Hogeschool West-Vlaanderen Zeedijk 101, B-8400 Oostende, Belgium

Abstract


We study the continuous form of Lotka's law. In particular, we are interested in the inflection point of the cumulative distribution when represented on semi-logarithmic scales (its so-called Leimkuhler representation). A comparison, with the discrete form shows that the results obtained for the continuous case are not accurate enough to give precise information on real data.