January 8 |
Elisa Lorenzo-Garcia (University of Leiden) Let C be a smooth, absolutely irreducible genus 3 curve over a number field M. Suppose that the Jacobian of C has complex multiplication by a sextic CM-field K. Suppose further that K contains no imaginary quadratic subfield. We give a bound on the primes p of M such that the stable reduction of C at p contains three irreducible components of genus 1. |
January 15 |
TBA |
January 22 |
TBA |
January 29 |
TBA |
February 5 |
Danny Neftin (University of Michigan) |
February 12 |
TBA |
February 19 |
TBA |
February 26 |
TBA |
March 5 |
TBA |
March 12 |
TBA |