The Mordell-Lang conjecture (proven by Faltings, Vojta and Mc- Quillan) states that the intersection of a subvariety V of a semiabelian variety G defined over an algebraically closed field k of characteristic 0 with a finite rank subgroup \u3c3 64 G(k) is a finite union of cosets of subgroups of ... We explore a variant of this conjecture when G = Ga 7 A for an abelian variety A defined over k
Abstract. Motivated by the problem of determining the structure of integral points on subvarieties o...
A close relation between the endomorphism ring of a certain abelian variety and the Mordell-Weil gro...
We give a new proof of the Mordell–Lang conjecture in positive characteristic, in the situation wher...
Abstract. We prove versions of the Mordell-Lang conjecture for semiabelian varieties defined over fi...
We prove versions of the Mordell-Lang conjecture for semiabelian varieties de ned over elds of po...
Soit X un sous-schéma fermé d'une variété abélienne A sur un corps de nombres K. L'ancienne conjectu...
Soit X un sous-schéma fermé d'une variété abélienne A sur un corps de nombres K. L'ancienne conjectu...
Let be an algebraically closed field of prime characteristic, let be a semiabelian variety defined o...
Let be X a closed subscheme of an abelian variety on a number field K. Faltings proved the Mordell-L...
Let $A$ be a semiabelian variety over an algebraically closed field of arbitrary characteristic, end...
The Dynamical Mordell-Lang Conjecture is an analogue of the classical Mordell-Lang conjecture in the...
Let $A$ be a semiabelian variety over an algebraically closed field of arbitrary characteristic, end...
International audienceLet K be the function field of a smooth and proper curve S over an algebraical...
International audienceLet K be the function field of a smooth and proper curve S over an algebraical...
We prove that in positive characteristic, the Manin–Mumford conjecture implies the Mordell–Lang conj...
Abstract. Motivated by the problem of determining the structure of integral points on subvarieties o...
A close relation between the endomorphism ring of a certain abelian variety and the Mordell-Weil gro...
We give a new proof of the Mordell–Lang conjecture in positive characteristic, in the situation wher...
Abstract. We prove versions of the Mordell-Lang conjecture for semiabelian varieties defined over fi...
We prove versions of the Mordell-Lang conjecture for semiabelian varieties de ned over elds of po...
Soit X un sous-schéma fermé d'une variété abélienne A sur un corps de nombres K. L'ancienne conjectu...
Soit X un sous-schéma fermé d'une variété abélienne A sur un corps de nombres K. L'ancienne conjectu...
Let be an algebraically closed field of prime characteristic, let be a semiabelian variety defined o...
Let be X a closed subscheme of an abelian variety on a number field K. Faltings proved the Mordell-L...
Let $A$ be a semiabelian variety over an algebraically closed field of arbitrary characteristic, end...
The Dynamical Mordell-Lang Conjecture is an analogue of the classical Mordell-Lang conjecture in the...
Let $A$ be a semiabelian variety over an algebraically closed field of arbitrary characteristic, end...
International audienceLet K be the function field of a smooth and proper curve S over an algebraical...
International audienceLet K be the function field of a smooth and proper curve S over an algebraical...
We prove that in positive characteristic, the Manin–Mumford conjecture implies the Mordell–Lang conj...
Abstract. Motivated by the problem of determining the structure of integral points on subvarieties o...
A close relation between the endomorphism ring of a certain abelian variety and the Mordell-Weil gro...
We give a new proof of the Mordell–Lang conjecture in positive characteristic, in the situation wher...
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