Current Scholars

Each year, leading scientists and scholars from all over the world come to the Institute to interact, explore, share, and discover. A new intellectual mix of researchers and ideas is created, spanning young postdoctoral fellows to distinguished senior professors, across the humanities and sciences.

Social Science

Economics, Political Sociology

Mathematics

Mathematical Physics

Historical Studies

Medieval History of Central Asia Between China and India

Program in Interdisciplinary Studies

Philosophy

Historical Studies

Professor Emeritus

Historical Studies

Medieval Environmental History

Mathematics

Mathematical Physics

Natural Sciences

Theoretical Physics

Natural Sciences

Astrophysics, Cosmology

Mathematics

Number Theory, Dynamics

Mathematics

Harmonic Analysis

Mathematics

Representation Theory of p-adic Groups

Historical Studies

Late Imperial China

Social Science

History of Modern Japan, Global History, History of Knowledge

Historical Studies

Ottoman History of Religious Minorities, Syriac Studies

Natural Sciences

Quantum Field Theory

Mathematics

Number Theory, Automorphic Forms

Mathematics

Geometric Representation Theory

Mathematics

Theoretical Computer Science

Historical Studies

Early Medieval History

Social Science

Sociology

Natural Sciences

Biology

Historical Studies

Modern Architectural History

Composer

Natural Sciences

Particle Physics

Mathematics

Professor Emeritus

Social Science

Anthropology and History of Science

Mathematics

Automorphic Forms, Trace Formula

Historical Studies

Professor Emeritus

Mathematics

Algebraic Number Theory

Historical Studies

History of Modern China

Natural Sciences

Professor

Mathematics

Mathematical Physics, Analysis

Natural Sciences

Professor Emeritus

Natural Sciences

Astronomy and Astrophysics

Mathematics

Low-Dimensional Topology, Differential Geometry

Natural Sciences

Particle Physics

Mathematics

Number Theory, Automorphic Forms, Representations Theory

Mathematics

Number Theory

Mathematics

Nodal Geometry of Laplace Eigenfunctions

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