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Cornelius Greither

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Cornelius Greither (born 1956)[1] is a German mathematician specialising in Iwasawa theory and the structure of Galois modules.[2]

Education and career

Greither completed his PhD in 1983 at the Ludwig-Maximilians-Universität München under the supervision of Bodo Pareigis:[3] his thesis bears the title Zum Kürzungsproblem kommutativer Algebren.[4] He habilitated in 1988 at same university, with thesis title Cyclic Galois extensions and normal bases.[4]

In 1992, Greither proved the Iwasawa main conjecture for abelian number fields in the case.[5][6] In 1999, together with D. R. Rapogle, K. Rubin, and A. Srivastav, he proved a converse to the Hilbert–Speiser theorem.[7]

As of 2021, Greither is a full professor at the Universität der Bundeswehr München;[2] he is supposed to retire from this university by October 2022.[8]

Greither is on the editorial boards of the journals Archivum mathematicum Brno,[2][9] New York Journal of Mathematics,[2][10] as well as the Journal de Théorie des Nombres Bordeaux.[2][11] Until 2014, he was an associate editor of Annales mathématiques du Québec.[2][12]

References

  1. ^ "981058766320560". Biblioteka Narodowa. Retrieved 3 October 2021.
  2. ^ a b c d e f "Univ.-Prof. Dr. Cornelius Greither". Retrieved 3 October 2021.
  3. ^ Cornelius Greither at the Mathematics Genealogy Project
  4. ^ a b "Nichtreferierte Publikationen". Retrieved 3 October 2021.
  5. ^ Greither, Cornelius (1992). "Class groups of abelian fields, and the main conjecture". Annales de l'Institut Fourier. 42 (3): 449–499. doi:10.5802/aif.1299.
  6. ^ Washington, Lawrence C. (1997). Introduction to Cyclotomic Fields (2 ed.). Springer. p. 372.
  7. ^ Greither, Cornelius; Replogle, Daniel R.; Rubin, Karl; Srivastav, Anupam (1999), "Swan modules and Hilbert–Speiser number fields", Journal of Number Theory, 79: 164–173, doi:10.1006/jnth.1999.2425
  8. ^ "W3-Universitätsprofessur für Mathematik (Nachfolge Prof. Dr. Cornelius Greither)". Retrieved 3 October 2021.
  9. ^ "Masaryk University, Archivum Mathematicum". emis.impa.br. Archived from the original on 2021-10-03.
  10. ^ "NYJM Editorial Board".
  11. ^ "Journal de Théorie des Nombres de Bordeaux".
  12. ^ "ASMQ - Editorial Board".
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