Zipf’s and Bradford’s laws and universal models

@article{Neshitoi2010ZipfsAB,
  title={Zipf’s and Bradford’s laws and universal models},
  author={V. V. Neshitoi},
  journal={Automatic Documentation and Mathematical Linguistics},
  year={2010},
  volume={44},
  pages={30-37}
}
Zipf’s and Bradford’s laws are empirical laws that were derived by the processing and analysis of so-called rank distributions. In this paper, they are treated as special cases of generalized (universal) continuous distributions that can accurately describe a wide variety of statistical distributions, including rank. We present the universal laws of the diffusion and aging of publications. 

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The Presentation of Rank Distributions , Uchenye zapiski Tartuskogo gos

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