Abstract: We continue our discussion on the relation between the vertical distribution of zeros of the zeta function and moments of the logarithmic derivative of zeta. We shall also consider the random matrix analogue of relevant results.
4/24 | Nick Russoniello & Celia Kerr | |
4/17 | Nick Russoniello & Celia Kerr | |
4/03 | Sarah Day | |
3/27 | Fan Ge | Logarithmic Derivative of Riemann $\zeta$ and its Random Matrices Analogues, II |
3/20 | Vladimir Bolotnikov | Carathéodory interpolation problem over quaternions (Slides) |
3/06 | Ethan Shelburne (UBC) | The Schur-positivity of generalized nets (Slides) |
2/28 | Joshua Erlich (W&M Physics) | Stochastic processes, quantum fields, and gravity |
2/07 | Reem Mahmoud (VCU) | Equitable coloring in 1-planar graphs (Slides) |