Add to ORKGAbstract. In this paper we prove, assuming the Generalized Riemann Hypothesis, the André-Oort conjecture on the Zariski closure of sets of special points in a Shimura variety. In the case of sets of special points satisfying an additional assumption, we prove the conjecture without assuming the GRH. Content
Cette thèse est dédiée à l'étude de la conjecture d'André-Oort pour les variétés de Shimura mixtes. ...
In this paper we give a short proof of the André-Oort conjecture for products of modular curves unde...
We consider a number of Diophantine problems for (mixed) Shimura varieties. Specifically, we look at...
The André-Oort conjecture is a problem in algebraic geometry from around 1990, with arithmetic, anal...
In order to state the conjecture mentioned in the title, we need to recall some terminology and resu...
AbstractWe prove that the mixed André–Oort conjecture holds for any mixed Shimura variety if a lower...
In the Workshop the central theme is a conjecture, see (4.2). On this conjecture work has been done...
In the Workshop the central theme is a conjecture, see (4.2). On this conjecture work has been done...
We define a notion of Weyl CM points in the moduli space A g,1 of g -dimensional principally polariz...
We discuss existence and abundance of Galois-generic points for adelic representations attached to S...
We present some applications of recent results in homogeneous dynamics to an unlikely intersections ...
We give an unconditional proof of the André–Oort conjecture for Hilbert modular surfaces asserting t...
In this paper we develop a strategy and some technical tools for proving the Andre-Oort conjecture. ...
Let s be a special point on a Shimura variety, and x a pre-image of s in a fixed fundamental set of ...
In this paper we study liftings of affine varieties from finite fields to number fields, such that t...
Cette thèse est dédiée à l'étude de la conjecture d'André-Oort pour les variétés de Shimura mixtes. ...
In this paper we give a short proof of the André-Oort conjecture for products of modular curves unde...
We consider a number of Diophantine problems for (mixed) Shimura varieties. Specifically, we look at...
The André-Oort conjecture is a problem in algebraic geometry from around 1990, with arithmetic, anal...
In order to state the conjecture mentioned in the title, we need to recall some terminology and resu...
AbstractWe prove that the mixed André–Oort conjecture holds for any mixed Shimura variety if a lower...
In the Workshop the central theme is a conjecture, see (4.2). On this conjecture work has been done...
In the Workshop the central theme is a conjecture, see (4.2). On this conjecture work has been done...
We define a notion of Weyl CM points in the moduli space A g,1 of g -dimensional principally polariz...
We discuss existence and abundance of Galois-generic points for adelic representations attached to S...
We present some applications of recent results in homogeneous dynamics to an unlikely intersections ...
We give an unconditional proof of the André–Oort conjecture for Hilbert modular surfaces asserting t...
In this paper we develop a strategy and some technical tools for proving the Andre-Oort conjecture. ...
Let s be a special point on a Shimura variety, and x a pre-image of s in a fixed fundamental set of ...
In this paper we study liftings of affine varieties from finite fields to number fields, such that t...
Cette thèse est dédiée à l'étude de la conjecture d'André-Oort pour les variétés de Shimura mixtes. ...
In this paper we give a short proof of the André-Oort conjecture for products of modular curves unde...
We consider a number of Diophantine problems for (mixed) Shimura varieties. Specifically, we look at...