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4:00pm |
03/01/2022 - 4:30pm An old problem, dating back to Van der Waerden, asks about counting irreducible polynomials degree $n$ polynomials with coefficients in the box $[-H,H]$ and prescribed Galois group. Van der Waerden was the first to show that $H^n+O(H^{n-\delta})$ have Galois group $S_n$ and he conjectured that the error term can be improved to $o(H^{n-1})$. Location: |
Links
[1] https://math.yale.edu/calendar/grid/day/2022-02-28?field_calendar_tags_tid_selective=%5Btid%5D
[2] https://math.yale.edu/calendar/grid/day/2022-03-02?field_calendar_tags_tid_selective=%5Btid%5D
[3] https://math.yale.edu/event/tba-108
[4] https://math.yale.edu/event/counting-polynomials-prescribed-galois-group
[5] https://math.yale.edu/print/list/calendar/grid/day/2022-03-01
[6] webcal://math.yale.edu/calendar/export.ics