Gabriel Altmann (24 May 1931 – 2 March 2020) was a Slovak-German linguist and mathematician. He made significant contributions to the field of quantitative linguistics. He is best known for co-developing Menzerath's law, also known as the Menzerath-Altmann law, which describes the relationship between the size of a linguistic construct and the size of its linguistic constituents.

Gabriel Altmann
Born(1931-05-24)24 May 1931
Died2 March 2020(2020-03-02) (aged 88)
Lüdenscheid, Germany
NationalityCzechoslovak
Known forMenzerath's law
Contributions to quantitative linguistics
Scientific career
FieldsLinguistics, mathematics
InstitutionsRuhr University Bochum

Biography

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Altmann was born on 24 May 1931 in Poltár, Czechoslovakia. He spent much of his career as a professor at Ruhr University Bochum in Germany.[1]

Over his long career, Altmann authored numerous books and articles focused on quantitative linguistics. He served as the founding editor of the book series Quantitative Linguistics, which publishes works on all aspects of quantitative methods and models in linguistics.[2] He was also on the editorial boards of several journals in the field, such as Journal of Quantitative Linguistics.[3]

Altmann made key contributions to establishing the fundamental principles of quantitative linguistics. In addition to his work on Menzerath's law, he helped develop a unified derivation of several linguistic laws. His research applied mathematical and statistical methods to analyze various facets of language, from word length distributions to syntactic structures.[1]

Works

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  • Einführung in die quantitative Lexikologie (1980)
  • Wiederholungen in Texten (1988)
  • Quantitative Linguistics: An International Handbook (2005)

See also

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References

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  1. ^ a b "Gabriel Altmann". Glottopedia. Retrieved 19 June 2023.
  2. ^ Köhler, Reinhard; Altmann, Gabriel; Piotrowski, Rajmund G. (2005). Quantitative Linguistics: An International Handbook. Walter de Gruyter. ISBN 978-3-11-015578-8. {{cite book}}: Check |isbn= value: checksum (help)
  3. ^ "Journal of Quantitative Linguistics". International Quantitative Linguistics Association. Retrieved 19 June 2023.