Fall 2009 Graduate Number Theory Seminar

Tuesdays 8th Period (3:00-3:50pm)
305 Little Hall

Date	Speaker	Title
Sep 1	Krishnaswami Alladi	Mertens constants in prime number theory
Sep 8	Krishnaswami Alladi	On the normal number of prime factors of the integers
Sep 15	Krishnaswami Alladi	On the normal number of prime factors of the integers II
Sep 22	Krishnaswami Alladi	Ramanujan's proof of Bertrand's postulate
Oct 6	Krishnaswami Alladi	On the number of uncancelled elements in the sieve of Eratosthenes
Oct 13	Krishnaswami Alladi	On the number of positive integers < x and free of prime factors > y
Oct 20	Krishnaswami Alladi	The Moebius function and integers without small prime factors
Oct 27	CANCELLED
Nov 3	Krishnaswami Alladi	Sums of the Moebius function over integers with small prime factors
Nov 10	Krishnaswami Alladi	Sums of the Moebius function and the Prime Number Theorem for Arithmetic Progressions
Nov 17	No Seminar
Nov 24	Todd Molnar	An Easy Proof of Dirichlet's Theorem on Primes in arithmetic progressions
Dec 1	Todd Molnar	An Easy Proof of Dirichlet's Theorem on Primes in arithmetic progressions - II
Dec 8	Rob Vary	A motivated account of Selberg's identity for the elementary proof of the Prime Number Theorem

Seminar
This Week
Fall 2009

Links
Regular.NT.Seminar
UF Math Dept
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