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The general secretary of The Norwegian Academy of Science and Letters tells Luis Caffarelli that he has been awarded the Abel Prize of 2023. Caffarelli is accompanied by wife, Irene Gamba.
The Abel Prize ( / ˈɑːbəl / AH-bəl; Norwegian: Abelprisen [ˈɑ̀ːbl̩ˌpriːsn̩]) is awarded annually by the King of Norway to one or more outstanding mathematicians. [1] .
19. March 2025. Time: 12:00 - 13:00. Place: The Norwegian Academy of Science and Letters. All events. Nominate a candidate for the Abel Prize. Visit our YouTube channel.
Luis A. Caffarelli awarded the 2023 Abel Prize for his «seminal contributions to regularity theory for nonlinear partial differential equations including free-boundary problems and the Monge–Ampère equation.».
Mar 22, 2023 · Luis A. Caffarelli, a professor of mathematics at the University of Texas at Austin, is this year’s winner of the Abel Prize — his field’s equivalent of the Nobel. Nolan Zunk/University of ...
Mar 22, 2023 · Argentina-born mathematician Luis Caffarelli has won the 2023 Abel Prize — one of the most coveted awards in mathematics — for his work on equations that are important for describing...
Mar 22, 2023 · Luis Caffarelli has won the 2023 Abel prize, unofficially called the Nobel prize for mathematics, for his work on a class of equations that describe many real-world physical systems, from...
Luis Caffarelli, past Faculty (1986–96) and Member (2009) in the Institute’s School of Math, has been awarded the 2023 Abel Prize for his field-shaping work on nonlinear partial differential equations.
Mar 22, 2023 · AUSTIN, Texas — The Norwegian Academy of Science and Letters has named Luis A. Caffarelli, a professor of mathematics at The University of Texas at Austin, winner of the 2023 Abel Prize, considered the Nobel Prize equivalent in mathematics and one of the top international awards.
Mar 22, 2023 · Professor Luis A. Caffarelli, Holder of the Sid W. Richardson Foundation Regents Chair in Mathematics #1, is the winner of the 2023 Abel Prize, in recognition for his «seminal contributions to regularity theory for nonlinear partial differential equa.
