معرفی
Alexander Bertoloni Meli is an Assistant Professor at Boston University's Department of Mathematics and Statistics. His research focuses on Number Theory, Representation Theory, and the Langlands Program, with particular interest in the geometry and representation theory of reductive groups. He holds a PhD from UC Berkeley (2020), advised by Sug Woo Shin, and previously served as a postdoc at the University of Bonn (with Jessica Fintzen) and the University of Michigan (with Tasho Kaletha).
His work explores connections between the Langlands program and Shimura varieties, often involving advanced techniques in algebraic geometry and p-adic representation theory. Key contributions include studies on the Fargues-Scholze correspondence, B(G)-parametrization of Langlands correspondence, and cohomology of Rapoport-Zink spaces. He actively collaborates with researchers like Teruhisa Koshikawa, Masao Oi, and Alex Youcis.
Bertoloni Meli is affiliated with Boston University's Computing and Data Sciences (CDS) office (room 510). Beyond academia, he supports educational initiatives like the Ypsilanti Math Corps and previously mentored in UC Berkeley’s Directed Reading Program.
