Colloquium - Alain Connes

Image
Alain Connes
May 7, 2019
1:45PM - 2:45PM
Location
Cockins Hall 240

Date Range
Add to Calendar 2019-05-07 13:45:00 2019-05-07 14:45:00 Colloquium - Alain Connes Speaker: Alain Connes (College de France, IHES and Ohio State University) Lecture 1 (May 7): $\mathrm{Spec}  \mathbb{Z}$, its structure sheaf over the sphere spectrum and the Gromov norm Lecture 2 (May 9): $H^1$ for Arakelov divisors on $\mathrm{Spec} \mathbb{Z}$ (compactified) Lecture 3 (May 10): Iterating the wedge in representation rings (on an idea of Michael Atiyah) Cockins Hall 240 Department of Mathematics math@osu.edu America/New_York public
May 9, 2019
9:45AM - 10:45AM
Location
Cockins Hall 240

Date Range
Add to Calendar 2019-05-09 09:45:00 2019-05-09 10:45:00 Colloquium - Alain Connes Speaker: Alain Connes (College de France, IHES and Ohio State University) Lecture 1 (May 7): $\mathrm{Spec}  \mathbb{Z}$, its structure sheaf over the sphere spectrum and the Gromov norm Lecture 2 (May 9): $H^1$ for Arakelov divisors on $\mathrm{Spec} \mathbb{Z}$ (compactified) Lecture 3 (May 10): Iterating the wedge in representation rings (on an idea of Michael Atiyah) Cockins Hall 240 Department of Mathematics math@osu.edu America/New_York public
May 10, 2019
10:15AM - 11:15AM
Location
Cockins Hall 240

Date Range
Add to Calendar 2019-05-10 10:15:00 2019-05-10 11:15:00 Colloquium - Alain Connes Speaker: Alain Connes (College de France, IHES and Ohio State University) Lecture 1 (May 7): $\mathrm{Spec}  \mathbb{Z}$, its structure sheaf over the sphere spectrum and the Gromov norm Lecture 2 (May 9): $H^1$ for Arakelov divisors on $\mathrm{Spec} \mathbb{Z}$ (compactified) Lecture 3 (May 10): Iterating the wedge in representation rings (on an idea of Michael Atiyah) Cockins Hall 240 Department of Mathematics math@osu.edu America/New_York public
Description

Speaker: Alain Connes (College de France, IHES and Ohio State University)

Lecture 1 (May 7): $\mathrm{Spec}  \mathbb{Z}$, its structure sheaf over the sphere spectrum and the Gromov norm

Lecture 2 (May 9): $H^1$ for Arakelov divisors on $\mathrm{Spec} \mathbb{Z}$ (compactified)

Lecture 3 (May 10): Iterating the wedge in representation rings (on an idea of Michael Atiyah)

Events Filters: