معرفی
Paul M Gauthier is an Associate Professor at the University of Montreal's Department of Mathematics and Statistics, affiliated with the Faculty of Arts and Science. His research focuses on complex analysis and potential theory, particularly approximation by holomorphic or harmonic functions, with recent emphasis on exploring the Riemann Hypothesis through complex approximation methods. He has supervised multiple Master's students, including Leila Ezeddin, Richard Piché, Alain Rémillard, Jean-Philippe Samson, and Sébastien Manka. Gauthier is a member of the prestigious Centre de recherches mathématiques (CRM), leading and co-researching in strategic initiatives like the 'Complex approximation on Riemann surfaces and in infinite dimensions' project funded by NSERC and FRQNT. His work bridges theoretical mathematics with applications in number theory and geometry.
Key research projects include multi-year grants exploring analytic approximation and Riemann surface applications. His affiliations also extend to collaborations with institutions like the CRM, emphasizing interdisciplinary and foundational mathematical research. Gauthier’s contributions are evident in over 50 publications, showcasing expertise in approximation theory, harmonic functions, and zeta function analysis.
