16. Bombieri-Vinogradov for general multiplicative functions - Fernando Shao [2017]
The Bombieri-Vinogradov theorem (1/6) Kannan Soundararajan (Stanford) [2015]
Guided Reading - Bounded Gaps Between Primes - #2 (Bombieri-Vinogradov)
The Bombieri-Vinogradov theorem (5/6) Kannan Soundararajan (Stanford) [2015]
The Bombieri-Vinogradov theorem (6/6) Kannan Soundararajan (Stanford) [2015]
Lecture 1: Mini-course on Multiplicative Functions by Kaisa Matomäki & Maksym Radziwill
The Bombieri-Vinogradov theorem (4/6) Kannan Soundararajan (Stanford) [2015]
The Bombieri-Vinogradov theorem (2/6) Kannan Soundararajan (Stanford) [2015]
Xuancheng Shao (Kentucky): Gowers uniformity of primes in arithmetic progressions
ANALYTIC NUMBER THEORY 3: Multiplicative Functions
1. Better than squareroot cancellation for multiplicative functions - Adam Harper [2017]
What is the Lang-Bombieri-Noguchi Conjecture?
Working with Bourgain - Enrico Bombieri
A Zero-Density Approach to Smooth Numbers - Adam Harper
8. Correlations of von Mangoldt and higher order divisor functions - Kaisa Matomäki [2017]
Ivan Matveyevich Vinogradov
On multiplicative functions with $f(p+q+n_0)=f(p)+f(q)+f(n_0)$
Jan 31. Talk 6. On the Pólya-Vinogradov inequality and its generalization
Kannan Soundararajan, Quantum unique ergodicity and number theory
An introduction to Vinogradov's mean value theorem