The collaboration will hold a VIRTUAL meeting June 1-5, 2020, on the general topic of Moduli of special holonomy metrics and their periods.
Scientific Organizers:
Mark Haskins mhaskins@math.duke.edu,
Jason Lotay jason.lotay@maths.ox.ac.uk,
David Morrison drm@math.ucsb.edu,
Simon Salamon simon.salamon@kcl.ac.uk.
The virtual meeting comes in two parts:
- Recorded lectures which can be viewed by participants at any time, and;
- “Live” lectures streamed via Zoom and YouTube, which can also be watched later. Our live sessions will also include some discussions, which may include discussions of both the live lectures and the recorded lectures. YouTube access for the lectures is available at https://www.youtube.com/playlist?list=PLEUBxKnFNbBApwGH0DJh4PlPmAio_Z_Jw
Our recorded lectures are as follows. The recorded lecture by Voisin is a pre-requisite to her subsequent live lecture, so the audience is encouraged to watch this lecture first.
- Roger Bielawski (Hannover), Twistor spaces and hyperkähler metrics
- Antoine Bourget (Imperial College), Hasse diagrams for Symplectic Singularities via Magnetic Quivers
- Justin Sawon (UNC Chapel Hill), Singular fibres of holomorphic Lagrangian fibrations
- Claire Voisin (Collège de France), Hodge theory and the topology of hyper-Kähler manifolds: an introduction
Our live schedule is as follows. – All times are given in British time, in honor of the originally planned venue for the meeting, as well as in Eastern Daylight Time. (Please refer to a time zone converter if you aren’t sure what time it will be in your time zone).
Timetable
|
MON 1 JUNE |
WED 3 JUNE |
FRI 5 JUNE |
|
|
16:00-17:00 (England) |
Joyce | Neitzke | Voisin |
|
17:00-18:00 (England) |
Q&A / Discussion | Q&A / Discussion | Q&A / Discussion |
|
18:00-19:00 (England) |
Wisniewski | Saccà | Szendrői |
|
19:00-20:00 (England) |
Q&A / Discussion | Q&A / Discussion | Q&A / Discussion |
Speakers:
The links will take you to abstracts, slides of lectures, and/or video recordings of the lectures.
- Dominic Joyce (Oxford), Universal structures in enumerative invariant theories
- Jaroslaw Wisniewski (Warsaw), Quaternion-Kähler Manifolds via algebraic torus action on projective contact manifolds
- Andrew Neitzke (Yale), An update on hyperkahler metrics on moduli of Higgs bundles
- Giulia Saccà (Columbia), Hyperkahler manifolds are higher dimensional K3 surfaces
- Claire Voisin (Collège de France), Polarized variations of Hodge structures of hyper-Kähler type
- Balázs Szendrői (Oxford), Global aspects of Calabi-Yau moduli space
