Raphael Bousso Dept of Physics physics, quantum mechanics, gravity, unified description of nature, string theory, quantum properties of black holes, the geometry of spacetime, covariant entropy bound, cosmological constant
Paul A. Vojta Dept of Mathematics mathematics, algebraic geometry, diophantine geometry, Nevanlinna theory, Arakelov theory
Michael Hutchings Dept of Mathematics mathematics, symplectic geometry, contact geometry, low dimensional topology, dynamics
Mark Haiman Dept of Mathematics mathematics, algebraic geometry, algebra, combinatorics, diagonal coinvariants, Hilbert schemes
Aditi Krishnapriyan Dept of Chemical & Biomolecular Engineering Division of Computer Science (EECS) machine learning, geometric deep learning, differentiable physics, dynamical systems, numerical methods, computational geometry, optimization
Sara McMains Dept of Mechanical Engineering geometric and solid modeling, general purpose computation on the GPU (GPGPU), CAD/CAM, computational geometry, computer graphics and visualization, tool path planning, additive manufacturing, computer vision, Deep Learning
Marc A. Rieffel Dept of Mathematics mathematics, operator algebras, non-commutative geometry, non-commutative harmonic analysis, quantum geometry, quantum information theory
Lawrence Hall Dept of Physics physics, standard model of particle physics, symmetries of nature, the symmetry of the electroweak interaction, spacetime symmetries: weak scale supersymmetry, constrained theories for the quark and charged lepton masses, supersymmetric theory
Constantin Teleman Dept of Mathematics algebraic geometry, Lie groups, topology, topological quantum field theory
Nikhil Srivastava Dept of Mathematics theoretical computer science, random matrices, geometry of polynomials
Alexander Givental Dept of Mathematics mathematics, mathematical physics, symplectic geometry, singularities, mirror symmetry
Mariusz Wodzicki Dept of Mathematics algebra, Homological Algebra, analysis, mathematics, Non-commutative and algebraic geometry, K-theory, ballet studies, history of ballet
Jonathan Shewchuk Division of Electrical Engineering (EECS) scientific computing, computational geometry (especially mesh generation, numerical robustness, surface reconstruction, numerical methods, machine learning, physically-based animation