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Hace 15 horas · As such, proving Langlands’s proposed connections has been the goal for multiple generations of researchers, leading to countless discoveries, including the maths toolkit used by Andrew Wiles to prove Fermat’s last theorem. It has also inspired mathematicians to seek analogous links to Langlands’s idea that might help.
Hace 15 horas · This result was proved by Jean-Pierre Serre and Ken Ribet, and this was the starting point for the proof of Fermat’s conjecture obtained by Andrew Wiles in 1994. Three years later, Yves Hellegouarch presented all of this work in a well-known book Invitation aux mathématiques de Fermat-Wiles.
Hace 3 días · 2023: Luis A. Caffarelli 2022: Dennis Parnell Sullivan 2021: László Lovász and Avi Wigderson 2020: Hillel Furstenberg and Gregory Margulis 2019: Karen Keskulla Uhlenbeck 2018: Robert P. Langlands 2017: Yves Meyer 2016: Sir Andrew J. Wiles 2015: John F. Nash and Louis Nirenberg 2014: Yakov G. Sinai 2013: Pierre Deligne 2012: Endre Szemerédi ...
Hace 1 día · Andrew Wiles, a brilliant British mathematician, announced a proof of Fermat's Last Theorem - After 358 years! The journey, however, was far from straightforward. Wiles had spent seven years in seclusion, working on a revolutionary approach that drew upon advanced concepts from number theory and elliptic curves.
Hace 3 días · Andrew Wiles to prove the infamous Fermat’s last theorem S /article/2080689-fermats-last-theorem-mathematician-andrew-wiles-wins-abel-prize/ 5/20/24, 11:57 AM Geometric Langlands conjecture: Incredible maths proof is so complex that almost no one can explain it | New Scientist
Hace 3 días · The main conjecture of Iwasawa theory, proved by Barry Mazur and Andrew Wiles for cyclotomic fields, and Wiles for totally real fields, identifies the zeros of a p-adic L-function with the eigenvalues of an operator, so can be thought of as an analogue of the Hilbert–Pólya conjecture for p-adic L-functions.
Hace 1 día · Though the answer is no, this was not rigorously established until 1995, when Andrew Wiles completed a difficult and sophisticated proof that built on the work of dozens of leading contemporary mathematicians. The result is popularly known as Fermat's last theorem.
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