# About

I am currently a postdoc at UNSW Sydney, working with Daniel Chan. I will soon be a postdoc at Westlake University, working with Ivan Fesenko.

My research is in number theory, e.g. exponential sums and zeta functions. Daniel Chan and Liangyi Zhao are my mathematical fathers.

Feel free to email me: s dot b dot lynch at unsw dot edu dot au.

# Papers

- "Infinite product formulae for semilocal Solomon zeta functions", submitted for publication. (arXiv)
- "Large sieve inequalities with power moduli and Waring's problem" with Stephan Baier, accepted for publication in the
*Proceedings of the American Mathematical Society*. (arXiv) - "A lower bound for the large sieve with square moduli" with Stephan Baier and Liangyi Zhao,
*Bulletin of the Australian Mathematical Society*, 2019. (arXiv/Cambridge University Press)