Countability properties of some Berkovich spaces
arXiv:1103.6233
Abstract
We prove that any compact Berkovich space over the field of Laurent series over an arbitrary field is angelic. In particular, is it sequentially compact.
arXiv comment11 pages
arXiv:1103.6233
We prove that any compact Berkovich space over the field of Laurent series over an arbitrary field is angelic. In particular, is it sequentially compact.
arXiv comment11 pages