Number theory seminar: Tuesday Jan 17

[Masahiro Nakahara]

Hi everyone,

Our first NT seminar this quarter will be Nick Rome from University of Michigan. We will be taking Nick to lunch afterwards.

Time: Tuesday, Jan 17, 11am 

Location: MEB 243

Title: How often do equations have everywhere local solutions?

Abstract: I will discuss recent joint work with Dan Loughran and Efthymios Sofos, in which we propose a new conjecture for how many members of a family of varieties have points in all completions of Q. I will illustrate the conjecture by discussing an important new instance in which we have shown that it holds: the family of diagonal planar conics. This resolves an old problem of Serre.

Best,

Masahiro

[Bianca Viray]

Hi everyone,

Just a friendly reminder about the first NT seminar of the quarter today!  We're in a different building this term: MEB 243. More info below.

On Fri, Jan 13, 2023 at 8:55 AM Masahiro Nakahara <mosh...@gmail.com> wrote:

Hi everyone, Our first NT seminar this quarter will be Nick Rome from University of Michigan. We will be taking Nick to lunch afterwards. Time: Tuesday, Jan 17, 11am  Location: MEB 243 Title:  How often do equations have everywhere local solutions?Abstract: 

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Bianca Viray (she/her)

Craig McKibben and Sarah Merner Professor of Mathematics

University of Washington

Seattle, WA 98195

https://sites.math.washington.edu/~bviray/