This talk is about a theory of "perfectoid spaces", which "compares objects in characteristic p with objects in characteristic 0". What are those spaces, where can one read about them?

Edit: A bit more infos can be found in Peter Scholze's seminar description and in Bhargav Bhatt's.

Edit: Peter Scholze posted yesterday this beautiful overview on the arxiv.

Edit: Peter Scholze posted today this new survey on the arxiv.

This talk is about a theory of "perfectoid spaces", which "compares objects in characteristic p with objects in characteristic 0". What are those spaces, where can one read about them?

Edit: A bit more info can be found in Peter Scholze's seminar description and in Bhargav Bhatt's.

Edit: Peter Scholze posted yesterday this beautiful overview on the arxiv.

Edit: Peter Scholze posted today this new survey on the arxiv.

This talk is about a theory of "perfectoid spaces", which "compares objects in characteristic p with objects in characteristic 0". What are those spaces, where can one read about them?

Edit: A bit more infos can be found in Peter Scholze's seminar description and in Bhargav Bhatt's.

Edit: Peter Scholze posted yesterday this beautiful overview on the arxiv.

This talk is about a theory of "perfectoid spaces", which "compares objects in characteristic p with objects in characteristic 0". What are those spaces, where can one read about them?

Edit: A bit more infos can be found in Peter Scholze's seminar description and in Bhargav Bhatt's.

Edit: Peter Scholze posted yesterday this beautiful overview on the arxiv.

Edit: Peter Scholze posted today this new survey on the arxiv.

This talk is about a theory of "perfectoid spaces", which "compares objects in characteristic p with objects in characteristic 0". What are those spaces, where can one read about them?

Edit: A bit more infos can be found in Peter Scholze's seminar description and in Bhargav Bhatt's.

This talk is about a theory of "perfectoid spaces", which "compares objects in characteristic p with objects in characteristic 0". What are those spaces, where can one read about them?

Edit: A bit more infos can be found in Peter Scholze's seminar description and in Bhargav Bhatt's.

Edit: Peter Scholze posted yesterday this beautiful overview on the arxiv.