Next week's Fridays@11 session marks the final session for Michaelmas, and focuses on Effective Time Management.
How can you balance revising with completing problem sheets? What tools and strategies can you use to plan your workload and set priorities? How much work should you be doing during the Christmas break?
Come along to L1 on Friday at 11am, and bring any questions you have about how to manage your time most effectively. Hoping to see you there!
In this talk, I will give an account of the measure of large values where |ζ(1/2 + it)| > exp(V), with t ∈ [T,2T] and V ∼ αloglogT. This is the range that influences the moments of the Riemann zeta function. I will present previous results on upper bounds by Arguin and Bailey, and new lower bounds in a soon to be completed paper, joint with Louis-Pierre Arguin, and explain why, with current machinery, the lower bound is essentially optimal. Time permitting, I will also discuss adaptations to other families of L-functions, such as the central values of primitive characters with a large common modulus.
Join us on Friday Week 7 for some chill board games! Meet in N4.01 at 12pm for a Taylors sandwich lunch and positive end-of-term vibes.
