University of Lethbridge

The University of Lethbridge PIMS site office is located in the Department of Mathematics and Computer Science (University Hall) at the University of Lethbridge.

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University of Lethbridge campus
Scientific, Seminar
L-functions in Analytic Number Theory: Christine K. Chang
October 8, 2024
Online
We will present a matching upper and lower bound for the right tail probability of the maximum of a random model of the Riemann zeta function over short intervals. In particular, we show that the right tail interpolates between that of log-correlated...
Scientific, Seminar
L-functions in Analytic Number Theory: Andrés Chirre
September 24, 2024
University of Lethbridge
In this talk, we will discuss a well-known formula of Ramanujan and its relationship with the partial sums of the Möbius function. Under some conjectures, we analyze a finer structure of the involved terms. It is a joint work with Steven M. Gonek...
Scientific, Seminar
L-functions in Analytic Number Theory: Greg Knapp
April 10, 2024
University of Lethbridge
In 1909, Thue proved that when $F(x,y)$ is an irreducible, homogeneous, polynomial with integer coefficients and degree at least 3, the inequality $\left\| F(x,y) \right\| \leq h$ has finitely many integer-pair solutions for any positive $h$. Because...
Scientific, Seminar
L-functions in Analytic Number Theory: Jérémy Dousselin
March 25, 2024
University of Lethbridge
Fix $N\geq 1$ and let $L_1, L_2, \ldots, L_N$ be Dirichlet L-functions with distinct, primitive and even Dirichlet characters. We assume that these functions satisfy the same functional equation. Let $F(s)∶= c_1L_1(s)+c_2L_2(s)+\ldots+c_NL_N(s)$ be a...
Scientific, Seminar
L-functions in Analytic Number Theory: Quanli Shen
March 18, 2024
University of Lethbridge
I will discuss the fourth moment of quadratic Dirichlet L-functions where we prove an asymptotic formula with four main terms unconditionally. Previously, the asymptotic formula was established with the leading main term under generalized Riemann...

Staff

Position Name Email Phone # Office
University of Lethbridge, Site Administrator Cherie Secrist cherie.secrist@uleth.ca +1 (403) 329-2470 C526
University of Lethbridge, Education Coordinator Jana Archibald jana.archibald@uleth.ca +1 (403) 329-2559 C530
PIMS Site Director - University of Lethbridge Nathan Ng nathan.ng@uleth.ca 403-329-5118 UHall C-558
Name Position Research Interests Supervisor Year
Emily Quesada-Herrera PIMS-Simons Postdoctoral Fellow, University of Lethbridge Analytic Number Theory Habiba Kadiri 2024
Abbas Maarefparvar PIMS Postdoctoral Fellow, University of Lethbridge Number Theory Amir Akbary 2023
Félix Baril Boudreau PIMS Postdoctoral Fellow, University of Lethbridge Number Theory Amir Akbary 2022
Kübra Benli University of Lethbridge Number Theory Habiba Kadiri 2021
Sajad Fathi Hafshejani University of Lethbridge Operations research, Mathematical Programming Sajad Fathi Hafshejani 2020
Zafer Selcuk Aygin Carleton University Number theory Amir Akbary 2019
Lee Troupe University of British Columbia Number Theory Nathan Ng 2018
Peng-Jie Wong University of Lethbridge Number theory Amir Akbary 2017
Niushan Gao Operator Theory Alexey Popov 2016