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  1. Vladimir Gershonovich Drinfeld ( Ukrainian: Володи́мир Ге́ршонович Дрінфельд; Russian: Влади́мир Ге́ршонович Дри́нфельд; born February 14, 1954), surname also romanized as Drinfel'd, is a renowned mathematician from the former USSR, who emigrated to the United States and is currently working at the University of Chicago .

  2. Seine Hauptarbeitsgebiete sind mathematische Physik (zum Beispiel Vertexalgebren, in dem Buch Chiral Algebras von 2004 mit Alexander Beilinson), Zahlentheorie und Algebraische Geometrie. Er gilt als der große Wegbereiter der geometrischen Langlands-Vermutung (teilweise mit Alexander Beilinson Anfang der 1990er Jahre).

  3. Vladimir Drinfeld is a distinguished service professor of mathematics at the University of Chicago. He works on geometric representation theory and unipotent groups, and won the Shaw Prize in 2024.

  4. 10. Mai 2020 · Prismatization. Vladimir Drinfeld. The goal is to construct three related "prismatization" functors from the category of p-adic formal schemes to that of formal stacks. This should provide a good category of coefficients for prismatic cohomology in the spirit of F-gauges.

    • arXiv:2005.04746 [math.AG]
    • 14F30
    • Reviewer's remarks taken in account
  5. Vladimir Drinfeld is a Ukrainian-born American mathematician best known for his work in algebraic geometry over finite fields. He has been awarded some of the most prestigious mathematical prizes, such as the Fields Medal (1990), the Wolf Prize (2018) and the Shaw Prize (2023).

  6. 18. Apr. 2024 · Vladimir Drinfeld, Ukrainian-born mathematician who was awarded the Fields Medal in 1990 for his work in algebraic geometry and mathematical physics. He made contributions to the theory of automorphic forms and number theory. Learn more about his life and career.

  7. Drinfeld, a professor of mathematics at the University of Chicago, is one of two recipients of the prestigious Shaw Prize in Mathematical Sciences for 2023. He is honored for his contributions to arithmetic geometry, mathematical physics and quantum group theory.