معرفی
M Lee is a Lecturer and Royal Society University Research Fellow in the Pure Mathematics group at the University of Bristol's School of Mathematics, specializing in advanced number theory and automorphic forms. His work bridges theoretical frameworks with concrete applications in spectral analysis and equidistribution.
Education:
- PhD from Columbia University
- M.Phil from Columbia University
His research centers on modular forms, L-functions, and trace formulas, with significant contributions to equidistribution of rational points and Selberg class theory. He investigates weight-aspect murmurations, Bol operator analogues, and converse theorems, advancing connections between analytic and algebraic number theory through rigorous spectral methods.
Recent publications (2023-2025) reveal a cohesive trajectory in automorphic forms, emphasizing modular form generalizations and trace formula applications. These works collectively strengthen theoretical foundations for equidistribution phenomena and spectral analysis in number theory.
Scientific Awards:
- Royal Society University Research Fellowship
Dr. Lee has supervised one research student and secured five competitive grants as Principal Investigator, including the active £500k Royal Society project 'Spectral Theory of Automorphic Forms: Trace Formulas and More' (2022-2025). His funded research consistently explores trace formulas, automorphic representations, and their arithmetic implications across four completed projects since 2018.
