This week's Trivial Notions will be Fridays at 12-1pm in SC 232.
| Date | Speaker | Title |
| Fall Session | ||
| 2 September 2022 | Leon Liu | Borel–Weil and Berry phase |
| 9 September 2022 | Taeuk Nam | Beilinson–Bernstein Localization |
| 16 September 2022 | Wyatt Reeves | Applications of the Lefschetz Fixed-point Theorem |
| 23 September 2022 | Alejandro Epelde Blanco | The Arnol'd–Liouville theorem |
| 30 September 2022 | Elliot Glazer | The original hat problem |
| 7 October 2022 | Kush Singhal | TBD: Swatting an arithmetic fly with a modular sledgehammer |
| 14 October 2022 | Sanath Devalapurkar | ??? |
| 21 October 2022 | Victor Wang | ??? |
| 28 October 2022 | Dingding Dong | ??? |
| 4 November 2022 | Dylan Pentland | ??? |
| 11 November 2022 | Maxim Jeffs | ??? |
| 18 November 2022 | Sina Saleh | ??? |
| Thanksgiving Break | ||
| 2 December 2022 | Rafael Saavedra | Grothendieck's Recipe for Kimchi |
| Spring Session | ||
| TBD | You!!! | ??? |
The Trivial Notions seminar is held once a week in the Mathematics Department at Harvard University. The target audience is the graduate student body of the Department, and those giving talks are (almost always) graduate students in the Department. Talks can be on any topic, but they should be accessible to graduate students!
The seminar is a great way to find out what other students are thinking about. It's also a great way to practice talking mathematics in front of others, without the distraction of scary professors in the audience.
The seminar is organized this year by Rafael Saavedra and Keeley Hoek. Please send one of them an email if you have questions or would like to give a talk.
This page was based on the previous year's one, which was based on the previous year's one, which was based on the previous year's one, which was based on the previous year's one, which was based on the previous year's one, which was based on the previous year's one, which was based on the previous year's one, which was based on the previous year's one, which was based on the previous year's one, which was based on the one from $x$ years before, by David Harvey.