Equivariant birational geometry of three-dimensional projective space
In this talk, we will describe G-equivariant birational geometry of the three-dimensional projective space for a finite group G acting faithfully on the projective space. In particular, we will describe all possibilities for the group G such that the projective space is G-solid, i.e. it is not G-birational to a conic bundle and it is not G-birational to a del Pezzo fibration. For these groups, we will explicitly describe all G-Mori fibre spaces that are G-birational to the projective space. This is a joint project with Arman Sarikyan.
È possibile consultare gli eventi del precedente ciclo alla pagina dedicata