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.
11 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.
11 pages