Add to ORKGThis paper deals with the problem of finding the compact genus three Riemann Surface such that the minimum non-zero norm of vectors in the Jacobian is maximal. The problem was suggested by the paper of Buser and Sarnak [BS]. At that time it was thought that Klein's surface
Ce travail est consacré à la recherche de surfaces de Riemann (\it compactes) extrê\-mes (i.e. maxim...
AbstractThe postulation of a space curve is a classifying invariant which computes for any integer n...
The Noether–Lefschetz theorem asserts that any curve in a very general surface X in P3 of degree d ≥...
International audienceFor a smooth complex projective variety, the rank of the Néron-Severi group is...
To a compact Riemann surface of genus g can be assigned a principally polarized abelian variety (PPA...
To any compact Riemann surface of genus g one may assign a principally polarized abelian variety (PP...
International audienceWe study the inverse Jacobian problem for the case of Picard curves over C. Mo...
This paper begins with some reminders on topological aspects of Riemann surfaces blunt, seen as non...
Let $P_{\textsc{max}}(d,s)$ denote the maximum arithmetic genus of a locally Cohen-Macaulay curve o...
Let Xk denote an irreducible projective nodal curve with k nodes and of genus g(k). We prove a gener...
Let C be a Brill–Noether–Petri curve of genus g >12. We prove that C lies on a polarised K3 surfa...
In an earlier paper, we gave a proof of the conjecture of the pinching of the bisectional curvature ...
We give a closed formula for recovering a non-hyperelliptic genus three curve from its period matrix...
This paper gives sharp linear bounds on the genus of a normal surface in a triangulated compact orie...
Abstract. The aim here is to continue the investigation in [1] of Jacobians of a Klein surface and a...
Ce travail est consacré à la recherche de surfaces de Riemann (\it compactes) extrê\-mes (i.e. maxim...
AbstractThe postulation of a space curve is a classifying invariant which computes for any integer n...
The Noether–Lefschetz theorem asserts that any curve in a very general surface X in P3 of degree d ≥...
International audienceFor a smooth complex projective variety, the rank of the Néron-Severi group is...
To a compact Riemann surface of genus g can be assigned a principally polarized abelian variety (PPA...
To any compact Riemann surface of genus g one may assign a principally polarized abelian variety (PP...
International audienceWe study the inverse Jacobian problem for the case of Picard curves over C. Mo...
This paper begins with some reminders on topological aspects of Riemann surfaces blunt, seen as non...
Let $P_{\textsc{max}}(d,s)$ denote the maximum arithmetic genus of a locally Cohen-Macaulay curve o...
Let Xk denote an irreducible projective nodal curve with k nodes and of genus g(k). We prove a gener...
Let C be a Brill–Noether–Petri curve of genus g >12. We prove that C lies on a polarised K3 surfa...
In an earlier paper, we gave a proof of the conjecture of the pinching of the bisectional curvature ...
We give a closed formula for recovering a non-hyperelliptic genus three curve from its period matrix...
This paper gives sharp linear bounds on the genus of a normal surface in a triangulated compact orie...
Abstract. The aim here is to continue the investigation in [1] of Jacobians of a Klein surface and a...
Ce travail est consacré à la recherche de surfaces de Riemann (\it compactes) extrê\-mes (i.e. maxim...
AbstractThe postulation of a space curve is a classifying invariant which computes for any integer n...
The Noether–Lefschetz theorem asserts that any curve in a very general surface X in P3 of degree d ≥...