Nearly Carbon Neutral Geometric Topology Conference: June 1-14, 2020
Welcome! We’re organizing a nearly carbon neutral conference featuring early career mathematicians in geometric topology. Much of our inspiration (and practical knowledge!) comes from this white paper and practical guide by Ken Hiltner, a professor of environmental humanities at UCSB. We are greatly indebted to his work.
How it works:
In our experience, one of the most valuable aspects of the conference experience, especially for graduate students, is meeting other people interested in the same ideas. To facilitate this in our online setting, we encourage all participants to briefly introduce themselves here and say a little bit about their mathematical interests.
We are primarily asychronous, so you can watch our pre-recorded talks whenever you like during the conference! This talks page is the central reference for all our talks. Clicking on the title of a mini-session will take you to its page. These currently just have titles and abstracts and as of Monday will also have videos. In addition, each of these pages has a comment sections which the speakers and organizers will be checking regularly, and which will serve as the central discussion/ questions location for the conference. Commenting is restricted to registered users, though they can be viewed by anyone.
We have a variety of live events scheduled (see here for a calendar and listing by group), all of which will be run via Zoom, and are open only to registered participants.
Office hours, hosted by our speakers, are intended for graduate students to get face time with the speakers and dig into some of the details of their talks. If you are not a graduate student, you are welcome to attend these office hours, as long as you give priority to any students who are present. We also encourage all conference attendees to reach out to other participants to discuss research and learn new things.
- Floer theory and low-dimensional topology: Matthew Stoffregen (MIT) and Linh Truong (IAS).
- Geometric group theory: Lvzhou (Joe) Chen (University of Chicago).
- Geometric representation theory: Florian Stecker (UT Austin).
- Hyperbolic geometry and manifolds: James Farre (Yale University).
- Investigating the L-space conjecture: Jonathan Johnson (UT Austin), Siddhi Krishna (Boston College/ GA Tech/ Columbia), and Hannah Turner (UT Austin).
- Knots, surfaces, and 4-manifolds: Maggie Miller (Princeton University) and JungHwan Park (GA Tech).
- Moduli spaces of surfaces: Jane Wang (Indiana University).
- Quantum invariants and low-dimensional topology: Carmen Caprau (Fresno State) and Christine Ruey Shan Lee (University of South Alabama).
Please email us at email@example.com with any questions!