معرفی
Manami Roy is an Assistant Professor in the Department of Mathematics at Lafayette College. Her research focuses on the intersection of number theory and arithmetic geometry, with a particular emphasis on automorphic forms, elliptic curves, L-functions, and the Langlands Program. She has contributed to projects such as the L-functions and Modular Forms Database (LMFDB), and her work often involves computational methods.
Dr. Roy has presented her research at numerous conferences and institutions, including the AWM Research Symposium, ICERM, and the Ohio State University Number Theory Seminar. She has co-organized sessions at AMS meetings and workshops related to automorphic forms and explicit methods in arithmetic geometry. Her collaborative efforts include projects on discriminant ideal twins, quaternionic Maass Spezialschar, and generalized Ramanujan-Sato series.
Teaching-wise, she has instructed courses such as Discrete Structures, Number Theory, and Abstract Algebra at Lafayette College, and previously taught at Fordham University and the University of Oklahoma. Her academic service includes involvement with Women in Number Theory initiatives and organizing panels on fostering collaborations and integrating into new academic institutions.
Her research integrates both theoretical and computational approaches, with recent publications exploring elliptic curves over global/local fields, Siegel modular forms, and connections between modular forms and algebraic structures. She actively participates in mentoring and outreach activities, reflecting her commitment to advancing mathematics education and inclusivity in the field.
