We show that there are no non-zero semi-stable abelian varieties over with good reduction outside 3 and we show that the only semi-stable abelian varieties over Q with good reduction outside 15 are, up to isogeny over Q, powers of the Jacobian of the modular curve X (0)(15)
We give a new proof of the Semistable Reduction Theorem for curves. The main idea is to present a cu...
We study stable reduction of curves in the case where a tamely ramified base extension is sufficient...
International audienceWe prove an equivariant version of Beilinson's conjecture on non-critical L-va...
We show that there are no non-zero semi-stable abelian varieties over with good reduction outside 3 ...
We show that for the primes l = 2, 3, 5, 7 or 13, there do not exist any non-zero abelian varieties ...
Abstract. The Jacobian J0(23) of the modular curve X0(23) is a semi-stable abelian variety over Q wi...
The semistable reduction theorem for curves was discussed in Christian’s notes. In these notes, we w...
AbstractWe obtain necessary and sufficient conditions for abelian varieties to acquire semistable re...
Dans cette thèse, on s'intéresse à la propriété de semi-stabilité des variétés abéliennes sur les co...
We start with a discussion of CM abelian varieties in characteristic zero, and in positive character...
(0.1) Question Given an abelian variety A; does there exist an algebraic curve C such that there is...
Minor modifications and correctionsLet K be a number field and A an abelian variety over K. We are i...
In this thesis, we study the semi-stable property of abelian varieties overnumber fields. More preci...
This thesis deals with "semistably degenerating abelian varieties" over a scheme. In particular we i...
Abstract We prove the existence of an abelian variety A of dimension g over Q that is not isogenous ...
We give a new proof of the Semistable Reduction Theorem for curves. The main idea is to present a cu...
We study stable reduction of curves in the case where a tamely ramified base extension is sufficient...
International audienceWe prove an equivariant version of Beilinson's conjecture on non-critical L-va...
We show that there are no non-zero semi-stable abelian varieties over with good reduction outside 3 ...
We show that for the primes l = 2, 3, 5, 7 or 13, there do not exist any non-zero abelian varieties ...
Abstract. The Jacobian J0(23) of the modular curve X0(23) is a semi-stable abelian variety over Q wi...
The semistable reduction theorem for curves was discussed in Christian’s notes. In these notes, we w...
AbstractWe obtain necessary and sufficient conditions for abelian varieties to acquire semistable re...
Dans cette thèse, on s'intéresse à la propriété de semi-stabilité des variétés abéliennes sur les co...
We start with a discussion of CM abelian varieties in characteristic zero, and in positive character...
(0.1) Question Given an abelian variety A; does there exist an algebraic curve C such that there is...
Minor modifications and correctionsLet K be a number field and A an abelian variety over K. We are i...
In this thesis, we study the semi-stable property of abelian varieties overnumber fields. More preci...
This thesis deals with "semistably degenerating abelian varieties" over a scheme. In particular we i...
Abstract We prove the existence of an abelian variety A of dimension g over Q that is not isogenous ...
We give a new proof of the Semistable Reduction Theorem for curves. The main idea is to present a cu...
We study stable reduction of curves in the case where a tamely ramified base extension is sufficient...
International audienceWe prove an equivariant version of Beilinson's conjecture on non-critical L-va...
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