I am currently a Postdoctoral Fellow in number theory at the Max Planck Institute for Mathematics.

My research focuses on the Riemann zeta function and Dirichlet L-functions, particularly the distribution of their zeros and implications for the distribution of prime numbers. My work involves zero-density estimates, zero-free regions, large sieve inequalities, and explicit bounds. 

I am also interested in applications of the Vinogradov mean value theorem and related exponential sum estimates to a variety of problems in number theory, such as the Dirichlet divisor problem and circle method problems with multiplicative sets. More recently, I have begun exploring projects at the interface of group theory and number theory.