Add to ORKGAbstract. We give examples of non-isotrivial K3 surfaces over com-plex function fields with Zariski-dense rational points and Néron-Severi rank one. 1
NF (P) = N(P) = #{x ∈ ZZ4: F (x) = 0, |x | ≤ P}, where |x | is the Euclidean length of x. This p...
We prove some instances of Wilkie's conjecture on the density of rational points on sets definable i...
Abstract. For any number field k, upper bounds are established for the number of k-rational points o...
A long-standing question in the theory of rational points of algebraic surfaces is whether a K3 surf...
We propose a 2-cover method to study rational points on elliptic surfaces. We apply it to several is...
We propose a 2-cover method to study rational points on elliptic surfaces. We apply it to several is...
One says that an algebraic variety V defined over a field K has po-tential density of rational point...
Let $S$ be a del Pezzo surface of degree $1$ over a number field $k$. The main goal of this talk is ...
Let $S$ be a del Pezzo surface of degree $1$ over a number field $k$. The main goal of this talk is ...
We study the Büchi K3 surface proving that it belongs to the one dimensional family of Kummer surfac...
: Soit E→P1 une surface elliptique sur Q de base P1 non triviale. On s’intéresse à la Zariski-densit...
Abstract. We study the distribution of algebraic points on K3 surfaces. 1. Introduction. Let k be a ...
This thesis deals with K3 surfaces and their moduli spaces. In the first part we identify a class of...
Abstract. We study the distribution of algebraic points on K3 surfaces. 1. Introduction. Let k be a ...
We prove some instances of Wilkie’s conjecture on the density of rational points on sets definable i...
NF (P) = N(P) = #{x ∈ ZZ4: F (x) = 0, |x | ≤ P}, where |x | is the Euclidean length of x. This p...
We prove some instances of Wilkie's conjecture on the density of rational points on sets definable i...
Abstract. For any number field k, upper bounds are established for the number of k-rational points o...
A long-standing question in the theory of rational points of algebraic surfaces is whether a K3 surf...
We propose a 2-cover method to study rational points on elliptic surfaces. We apply it to several is...
We propose a 2-cover method to study rational points on elliptic surfaces. We apply it to several is...
One says that an algebraic variety V defined over a field K has po-tential density of rational point...
Let $S$ be a del Pezzo surface of degree $1$ over a number field $k$. The main goal of this talk is ...
Let $S$ be a del Pezzo surface of degree $1$ over a number field $k$. The main goal of this talk is ...
We study the Büchi K3 surface proving that it belongs to the one dimensional family of Kummer surfac...
: Soit E→P1 une surface elliptique sur Q de base P1 non triviale. On s’intéresse à la Zariski-densit...
Abstract. We study the distribution of algebraic points on K3 surfaces. 1. Introduction. Let k be a ...
This thesis deals with K3 surfaces and their moduli spaces. In the first part we identify a class of...
Abstract. We study the distribution of algebraic points on K3 surfaces. 1. Introduction. Let k be a ...
We prove some instances of Wilkie’s conjecture on the density of rational points on sets definable i...
NF (P) = N(P) = #{x ∈ ZZ4: F (x) = 0, |x | ≤ P}, where |x | is the Euclidean length of x. This p...
We prove some instances of Wilkie's conjecture on the density of rational points on sets definable i...
Abstract. For any number field k, upper bounds are established for the number of k-rational points o...