Submission Guidelines - Annals of Mathematics AI LLM Policy The Annals of Mathematics does not consider papers generated using AI products Only individuals who can take full responsibility for the contents of a submission can be named authors Authors must declare as supplemental information in the manuscript any use of AI or LLM and include the extent and purpose of such use
199-1 | Annals of Mathematics Proof of the simplicity conjecture Pages 181-257 by Daniel Cristofaro-Gardiner, Vincent Humilière, Sobhan Seyfaddini
Authors - Annals of Mathematics Manfredo P Do Carmo (1) Manuel M Carnicer (1) Daniel Caro (1) Sebastian Casalaina-Martin (1) Guy Casale (1) Roger Casals (2) Thomas Cass (1) Federico Castillo (1) Ángel Castro (1) Angel Castro (1) Mark Andrea A de Cataldo (2) Fabrizio Catanese (1) David Catlin (3) Eduardo Cattani (1) Thomas E Cecil (1) Giuseppe Ceresa (1) Dominique Cerveau (1) Arnaud Chéritat (1) Ching-Li Chai (4) Jon
Vol. 201 | Annals of Mathematics Complete classification of global solutions to the obstacle problem Pages 167-224 by Simon Eberle, Alessio Figalli, Georg S Weiss|From volume 201-1
On large subsets of Fqn with no three-term arithmetic progression The main tool used here is the polynomial method | in particular, the use of the polynomial method developed in the breakthrough paper of Croot, Lev, and Pach [CLP17], which drastically improved the best known upper bounds for r3((Z=4Z)n) In this case, they show that a subset of G with no three-term arithmetic progression has size at most cn for some c < 4 In the present paper, we show that
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Bounded gaps between primes | Annals of Mathematics Our method is a refinement of the recent work of Goldston, Pintz and Yıldırım on the small gaps between consecutive primes A major ingredient of the proof is a stronger version of the Bombieri-Vinogradov theorem that is applicable when the moduli are free from large prime divisors only, but it is adequate for our purpose Keywords Birch-Bombieri result, Bombieri-Vinogradov theorem
200-1 | Annals of Mathematics Symplectic monodromy at radius zero and equimultiplicity of $\mu $-constant families Pages 153-299 by Javier Fernández de Bobadilla, Tomasz Pełka