Lillian B. Pierce
Duke University
analytic number theory and harmonic analysis: character sums and exponential sums, Diophantine equations and circle method, class groups, oscillatory integrals
Adebisi Agboola
UC Santa Barbara
Arithmetic geometry
Valentin Blomer
Universität Bonn
analytic number theory, automorphic forms, L-functions, quadratic forms
Frank Calegari
University of Chicago
algebraic number theory: Langlands programme
Laura DeMarco
Harvard University
Dynamical systems, arithmetic geometry, and complex analysis
Ellen Eischen
University of Oregon
algebraic and p-adic aspects of automorphic forms and L-functions
Kirsten Eisenträger
Penn State University
number theory, arithmetic geometry, and applications to cryptography
Amanda Folsom
Amherst College
Harmonic Maass forms, modular forms, Jacobi forms, mock modular forms, quantum modular forms, combinatorics
Edray Goins
Pomona College
Algebraic geometry, class field theory, elliptic curves, Galois representations
Kaisa Matomäki
University of Turku
analytic and multiplicative number theory
Sophie Morel
ENS de Lyon
James Newton
Oxford University
algebraic number theory: (p-adic) automorphic forms
and Galois representations
Raman Parimala
Emory University
Quadratic forms, Brauer groups, linear algebraic groups and homogeneous spaces
Jonathan Pila
University of Oxford
Connections between model theory, diophantine geometry, and transcendental number theory.
Peter Sarnak
Princeton University/Institute for Advanced Study
analytic number theory
Richard Taylor
Stanford University
Anthony Várilly-Alvarado
Rice University
John Voight
Dartmouth College
Arithmetic algebraic geometry: modular curves, Shimura varieties, moduli spaces, elliptic curves, modular and automorphic forms, zeta functions of varieties over finite fields, computational and algorithmic aspects; number theory: algebraic number theory, quaternion algebras, quadratic forms, finite-dimensional algebras, elementary number theory, cryptography, coding theory
Melanie Matchett Wood
Harvard University
arithmetic statistics, algebraic number theory, arithmetic geometry (rational points, varieties over finite fields)
Zhiwei Yun
MIT
Representation theory, number theory, algebraic geometry, the Langlands program
Tamar Ziegler
Hebrew University
ergodic theory, combinatorics and number theory