|This summer, the following undergraduate students are doing some research projects in analytic number theory:
Laura Faber:.Explicit bounds for the n-th prime number (supervisors: H. Kadiri and N. Ng),
Alyssa Lumley: Explicit bounds for some prime counting functions (supervisor: H. Kadiri),
Mark Thom: The Riemann zeta function and divisor functions (supervisor: N. Ng).
Some talks are given by either the students or the faculty and are related to the subject of their research.
Anyone interested can come to listen to them.
|Participation of the students to the following events:
30 April: Alberta Number Theory Day II, University of Calgary, Alberta.
June 05: Colloquium: Mean-value estimates for the Riemann zeta-function.
by Micah Milinovich (from University of Mississipi). Slides.
June 28-July 18: Undergraduate summer School, Park City, Utah.
Past talks (summer 2008)
Number theory in Lethbridge
Number theory web