معرفی
Lassina Dembélé is a Lecturer in Computational Number Theory at King's College London, affiliated with the Department of Mathematics within the Faculty of Natural, Mathematical & Engineering Sciences. His research focuses on algebraic number theory, computational number theory, and related areas such as Hilbert modular forms, automorphic forms, and the Langlands Program. He holds a PhD from McGill University (Canada) and has held research positions at institutions including Brandeis University, University of Calgary, and University of Luxembourg. He was a Marie-Curie Fellow at the University of Warwick and an EPSRC Career Acceleration Fellow.
Education: PhD in Mathematics from McGill University, Canada. Previous academic roles include positions at Brandeis University, University of Calgary, University of Luxembourg, and others. His research interests span advanced topics in number theory, including Galois representations and computational methods in algebraic geometry.
Research highlights include developing algorithms for Hilbert modular forms and investigating elliptic curves over local fields. His work bridges theoretical mathematics with computational techniques, contributing to foundational questions in number theory. Awards include the Marie-Curie Fellowship and EPSRC Career Acceleration Fellowship.
Professional contributions extend to mentoring early-career researchers and advancing accessibility in academia. He actively engages in promoting mathematics education and overcoming barriers faced by individuals with disabilities in STEM fields.
