Some observations on the zeros of m E_4^3 + n E_6^2
Event Detail
Event Type:
Number Theory Seminar
Date/Time:
Tuesday, October 17, 2017 - 16:00 to 17:00
Location:
STAG 112
Abstract:
For nonzero integers m,n we show that if z is a zero of the modular form m E^4+ n E_6^2 lying in the standard fundamental domain then (1) |z|=1 if m,n are both positive; (2) Re(z) is either -1/2 or 0 if m, n have different signs.