Add to ORKGWe prove one inclusion of the Iwasawa Main Conjecture, and the Bloch-Kato conjecture in analytic rank 0, for the symmetric cube of a level 1 modular form.Comment: 3 pages. Revised version, to appear in J Eur Math So
Abstract. Let κ 6 be an even integer,M an odd square-free integer, and f 2 S2κ−2(0(M)) a newform. W...
We construct $p$-adic $L$-functions for Rankin--Selberg products of automorphic forms of hermitian t...
A result due to R. Greenberg gives a relation between the cardinality of Selmer groups of elliptic c...
We prove one inclusion of the Iwasawa Main Conjecture, and the Bloch-Kato conjecture in analytic ran...
We construct a compatible family of global cohomology classes (an Euler system) for the symmetric sq...
We construct a compatible family of global cohomology classes (an Euler system) for the symmetric sq...
Let $K$ be an imaginary quadratic field where $p$ splits, $p\geq5$ a prime number and $f$ an eigen-n...
We establish a geometrisation of the Breuil-M\'ezard conjecture for potentially Barsotti-Tate repres...
We establish instances of Beilinson-Tate conjectures for automorphic representations of $\mathrm{PGS...
We construct an Euler system for Galois representations associated to cohomological cuspidal automor...
We construct the anticyclotomic $p$-adic $L$-function that interpolates a square root of central val...
We prove the existence of a cuspidal automorphic representation $\pi$ for $GL_{79}/\mathbf{Q}$ of le...
We use a classification result of Chenevier and Lannes for algebraic automorphic representations tog...
In a previous article we introduced various moduli stacks of two-dimensional tamely potentially Bars...
AbstractWe explain how the Bloch–Kato conjecture leads us to the following conclusion: a large prime...
Abstract. Let κ 6 be an even integer,M an odd square-free integer, and f 2 S2κ−2(0(M)) a newform. W...
We construct $p$-adic $L$-functions for Rankin--Selberg products of automorphic forms of hermitian t...
A result due to R. Greenberg gives a relation between the cardinality of Selmer groups of elliptic c...
We prove one inclusion of the Iwasawa Main Conjecture, and the Bloch-Kato conjecture in analytic ran...
We construct a compatible family of global cohomology classes (an Euler system) for the symmetric sq...
We construct a compatible family of global cohomology classes (an Euler system) for the symmetric sq...
Let $K$ be an imaginary quadratic field where $p$ splits, $p\geq5$ a prime number and $f$ an eigen-n...
We establish a geometrisation of the Breuil-M\'ezard conjecture for potentially Barsotti-Tate repres...
We establish instances of Beilinson-Tate conjectures for automorphic representations of $\mathrm{PGS...
We construct an Euler system for Galois representations associated to cohomological cuspidal automor...
We construct the anticyclotomic $p$-adic $L$-function that interpolates a square root of central val...
We prove the existence of a cuspidal automorphic representation $\pi$ for $GL_{79}/\mathbf{Q}$ of le...
We use a classification result of Chenevier and Lannes for algebraic automorphic representations tog...
In a previous article we introduced various moduli stacks of two-dimensional tamely potentially Bars...
AbstractWe explain how the Bloch–Kato conjecture leads us to the following conclusion: a large prime...
Abstract. Let κ 6 be an even integer,M an odd square-free integer, and f 2 S2κ−2(0(M)) a newform. W...
We construct $p$-adic $L$-functions for Rankin--Selberg products of automorphic forms of hermitian t...
A result due to R. Greenberg gives a relation between the cardinality of Selmer groups of elliptic c...