Add to ORKGThis thesis addresses weak approximation for certain degree 2 del Pezzo surfaces defined over the function field of a curve. We study the rational connectivity of the smooth locus of singular reductions of the surfaces to find prescribed sections through these fibers
In order to study integral points of bounded log-anticanonical height on weak del Pezzo surfaces, we...
We study the distribution of the Brauer group and the frequency of the Brauer--Manin obstruction to ...
This thesis contains results on the arithmetic and geometry of del Pezzo surfaces of degree 1.In Cha...
Abstract. This paper addresses weak approximation for rationally connected varieties dened over the ...
International audienceIn this article we prove the following theorems about weak approximation of sm...
This survey addresses weak approximation for rationally con-nected varieties over function elds of c...
AbstractWe study del Pezzo surfaces of degree 1 of the formw2=z3+Ax6+By6 in the weighted projective ...
We prove, via an “arithmetic surjectivity” approach inspired by work of Denef, that weak weak approx...
We construct normal del Pezzo surfaces, and regular weak del Pezzo surfaces as well, with positive i...
We prove weak approximation for smooth cubic hypersurfaces of dimension at least 2 defined over the ...
We investigate the gonality and the Clifford index of smooth curves on weak Del Pezzo surfaces by fo...
We develop tools for computing invariants of singular varieties and apply them to the classical theo...
Abstract. We discuss the problem of existence of rational curves on a certain del Pezzo surface from...
Among geometrically rational surfaces, del Pezzo surfaces of degree two over a field k containing at...
Among geometrically rational surfaces, del Pezzo surfaces of degree 2 over a field k containing at l...
In order to study integral points of bounded log-anticanonical height on weak del Pezzo surfaces, we...
We study the distribution of the Brauer group and the frequency of the Brauer--Manin obstruction to ...
This thesis contains results on the arithmetic and geometry of del Pezzo surfaces of degree 1.In Cha...
Abstract. This paper addresses weak approximation for rationally connected varieties dened over the ...
International audienceIn this article we prove the following theorems about weak approximation of sm...
This survey addresses weak approximation for rationally con-nected varieties over function elds of c...
AbstractWe study del Pezzo surfaces of degree 1 of the formw2=z3+Ax6+By6 in the weighted projective ...
We prove, via an “arithmetic surjectivity” approach inspired by work of Denef, that weak weak approx...
We construct normal del Pezzo surfaces, and regular weak del Pezzo surfaces as well, with positive i...
We prove weak approximation for smooth cubic hypersurfaces of dimension at least 2 defined over the ...
We investigate the gonality and the Clifford index of smooth curves on weak Del Pezzo surfaces by fo...
We develop tools for computing invariants of singular varieties and apply them to the classical theo...
Abstract. We discuss the problem of existence of rational curves on a certain del Pezzo surface from...
Among geometrically rational surfaces, del Pezzo surfaces of degree two over a field k containing at...
Among geometrically rational surfaces, del Pezzo surfaces of degree 2 over a field k containing at l...
In order to study integral points of bounded log-anticanonical height on weak del Pezzo surfaces, we...
We study the distribution of the Brauer group and the frequency of the Brauer--Manin obstruction to ...
This thesis contains results on the arithmetic and geometry of del Pezzo surfaces of degree 1.In Cha...