Add to ORKGon cubic fourfolds of three types: Pfaffian cubics, cubics containing a plane, and singular cubics, and discuss its relation to the rationality of these cubics
We describe an Azumaya algebra on the resolution of singularities of the double cover of a plane ram...
We prove that every Hassett’s Noether–Lefschetz divisor of special cubic fourfolds contains a union ...
26 pages, with an Appendix by Giovanni Staglian\`o. Comments welcomeIn this paper we investigate the...
The purpose of this paper is to give new examples of rational cubic fourfolds. Let C denote the modu...
We isolate a class of smooth rational cubic fourfolds X containing a plane whose associated quadric ...
A cubic fourfold is a smooth cubic hypersurface of dimension four; it is special if it contains a su...
In this note we propose an approach to some questions about the birational geometry of smooth cubic ...
Abstract. Cubic fourfolds behave in many ways like K3 surfaces. Cer-tain cubics – conjecturally, the...
This paper is concerned with smooth cubic hypersurfaces of di-mension four (cubic fourfolds) and the...
This paper is devoted to the description of several aspects of a relation of the following two famil...
This thesis investigates cubic hypersurfaces and their Fano schemes. After introducing the Fano sche...
In this paper we consider cubic 4-folds containing a plane whose discriminant curve is a reduced nod...
In this paper we consider cubic 4-folds containing a plane whose discriminant curve is a reduced nod...
In this paper we consider cubic 4-folds containing a plane whose discriminant curve is a reduced nod...
We describe an Azumaya algebra on the resolution of singularities of the double cover of a plane ram...
We describe an Azumaya algebra on the resolution of singularities of the double cover of a plane ram...
We prove that every Hassett’s Noether–Lefschetz divisor of special cubic fourfolds contains a union ...
26 pages, with an Appendix by Giovanni Staglian\`o. Comments welcomeIn this paper we investigate the...
The purpose of this paper is to give new examples of rational cubic fourfolds. Let C denote the modu...
We isolate a class of smooth rational cubic fourfolds X containing a plane whose associated quadric ...
A cubic fourfold is a smooth cubic hypersurface of dimension four; it is special if it contains a su...
In this note we propose an approach to some questions about the birational geometry of smooth cubic ...
Abstract. Cubic fourfolds behave in many ways like K3 surfaces. Cer-tain cubics – conjecturally, the...
This paper is concerned with smooth cubic hypersurfaces of di-mension four (cubic fourfolds) and the...
This paper is devoted to the description of several aspects of a relation of the following two famil...
This thesis investigates cubic hypersurfaces and their Fano schemes. After introducing the Fano sche...
In this paper we consider cubic 4-folds containing a plane whose discriminant curve is a reduced nod...
In this paper we consider cubic 4-folds containing a plane whose discriminant curve is a reduced nod...
In this paper we consider cubic 4-folds containing a plane whose discriminant curve is a reduced nod...
We describe an Azumaya algebra on the resolution of singularities of the double cover of a plane ram...
We describe an Azumaya algebra on the resolution of singularities of the double cover of a plane ram...
We prove that every Hassett’s Noether–Lefschetz divisor of special cubic fourfolds contains a union ...
26 pages, with an Appendix by Giovanni Staglian\`o. Comments welcomeIn this paper we investigate the...