Braids, Resolvent Degree and Hilbert’s 13th Problem - IPAM

Braids, Resolvent Degree and Hilbert’s 13th Problem

February 19 - 21, 2019

Schedule

All times in this Schedule are Pacific Time (PT)

Tuesday, February 19, 2019

Morning Session

08:00-08:55
Check-In/Light Breakfast (Hosted by IPAM)
08:55-09:00
Welcome and Opening Remarks
09:00-09:50
Jesse Wolfson (University of California, Irvine (UCI))
After Abel
10:00-10:15
Break
10:15-11:05
Alexander Merkurjev (University of California, Los Angeles (UCLA))
Essential Dimension I
11:15-11:30
Break
11:30-12:20
Jesse Wolfson (University of California, Irvine (UCI))
Resolvent Degree and Classical Solutions

Afternoon Session

12:30-14:00
Lunch (on your own)
14:00-14:50
15:00-15:30
Break
15:30-16:20
Askold Khovanskii (University of Toronto)
Topological approach to 13th Hilbert problem
16:30-18:00
Reception (Hosted by IPAM)

Wednesday, February 20, 2019

Morning Session

08:00-09:00
Check-In/Breakfast (Hosted by IPAM)
09:00-09:50
Alexander Merkurjev (University of California, Los Angeles (UCLA))
Essential Dimension II
10:00-10:15
Break
10:15-11:05
11:15-11:30
Break
11:30-12:20
Hélène Esnault (Freie Universität Berlin)
Arithmetic subspaces of moduli spaces of rank one local systems

Afternoon Session

12:30-14:00
Lunch (on your own)
14:00-14:50
Anatoly Libgober (University of Illinois at Chicago )
Asymptotic of invariants of quasi-projective fundamental groups.
15:00-15:30
Break
16:30-18:00
Problem session

Thursday, February 21, 2019

Morning Session

08:00-09:00
Check-In/Breakfast (Hosted by IPAM)
09:00-09:50
Jesse Wolfson (University of California, Irvine (UCI))
Resolvent Degree and the Search for Lower Bounds
10:00-10:15
Break
10:15-11:05
11:15-11:30
Break
11:30-12:20
Alexander Suciu (Northeastern University)
Braids, hyperplane arrangements, and Milnor fibrations

Afternoon Session

12:30-14:00
Lunch (on your own)
14:00-14:50
Alexander Duncan (University of South Carolina)
Finite Groups of Low Essential Dimension
15:00-15:30
Break
15:30-16:20
Daniel Litt (Institute for Advanced Study)
Arithmetic and the representation theory of fundamental groups