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M.C. Drott (1981)
Bradford’s Law: Theory, Empiricism and the Gaps betweenLibrary Trends, 30
B.C. Brookes (1968)
The Derivation and Application of the Bradford-Zipf DistributionJ. Document., 24
K.G. Sudhier (2010)
Application of Bradford’s Law of Scattering to the Physics Literature: a Study of Doctoral Theses Citations at the Indian Institute of ScienceJ. Library Inform. Technol., 30
G. Salton, C.S. Yang, C.T. Yu (1975)
A Theory of Term Importance in Automatic Text AnalysisJ. Am. Soc. Inform. Sci., 26
This paper suggests interpreting Bradford’s law in terms of a geometric progression; it introduces a constant, which allows simplifying the application of the law, and outlines the methodology for using the law to analyze the data related to various subject areas.
Automatic Documentation and Mathematical Linguistics – Springer Journals
Published: May 24, 2012
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