Hung Bui

Dr. Hung Bui is a Lecturer in Pure Mathematics at the University of Manchester since November 2015. Prior to this, he held positions including Research Associate at the University of Bristol (2013–2015), Postdoctoral Researcher at Universität Zürich (2011–2013), EPSRC Postdoctoral Fellow at the University of Oxford (2008–2011), and Visiting Researcher at the University of Rochester (2008). He completed his PhD at the University of Bristol in 2008 under Prof. Jon Keating FRS, focusing on Mean values of L-functions, following a Master's in Twin primes in Hawkins random sieve (2004).

His research interests span analytic number theory, particularly L-functions, the Riemann zeta-function, and their applications to problems in algebraic geometry and random matrix theory. Key areas include the distribution of zeros of zeta functions, moments of L-functions, and connections to elliptic curves. His work often explores probabilistic and statistical methods in number theory, such as central limit theorems and gap distributions of zeros.

Dr. Bui has contributed to over 37 peer-reviewed articles, including recent studies on weighted central limit theorems for L-functions, analytic ranks of automorphic L-functions, and integral points on hyperelliptic curves. His research frequently intersects with algebraic geometry, random matrix theory, and probabilistic number theory.

He has been actively involved in academic activities, including invited talks at the Number Theory Seminar (2019–2021), AMC-2020 Satellite Workshop, and Algebra & Number Theory Seminar. His contributions focus on advancing understanding of fundamental problems in number theory through rigorous analytic and algebraic methods.