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| FIELD | Computational Sciences |
|---|---|
| DATE | December 16 (Thu), 2021 |
| TIME | 10:00-11:00 |
| PLACE | Online |
| SPEAKER | Brendon Rhoades |
| HOST | Oh, Jaeseong |
| INSTITUTE | University of California, San Diego |
| TITLE | Set partitions, fermions, and skein relations |
| ABSTRACT | The fermionic diagonal coinvariant ring is like the Garsia-Haiman diagonal coinvariant quotient, but uses anticommuting (fermionic) variables rather than commuting (bosonic) variables. We develop a connection between the fermionic diagonal coinvariants and certain skein relations which resolve crossings in set partitions of {1, 2, ... , n}. Joint with Jesse Kim. |
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