Bethany L. Goldblum Dept of Nuclear Engineering applied nuclear physics, neutron detection, scintillation physics, machine learning applications, nuclear weapon policy
Mark Haiman Dept of Mathematics mathematics, algebraic geometry, algebra, combinatorics, diagonal coinvariants, Hilbert schemes
Ming Gu Dept of Mathematics mathematics, scientific computing, numerical linear algebra, convex optimization
Edward C. Morse Dept of Nuclear Engineering applied plasma physics: fusion technology: microwaves, experimental investigation of RF plasma heating, experimental studies of compact toroids spectral method for magnetohydrodynamic stability
George M. Bergman Dept of Mathematics mathematics, associative rings, universal algebra, category theory, counterexamples
Kristine Madsen School of Public Health health disparities, children, schools, policy, nutrition, physical activity, obesity, accelerometers, physical education
Jay T. Groves Dept of Chemistry physical chemistry, intracellular signal transduction mechanisms, physical chemistry of cell membranes, single molecule imaging, stochastic processes
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
Diag Davenport Goldman School of Public Policy School of Information applied microeconomics, behavioral science, machine learning
Ana Claudia Arias Division of Electrical Engineering (EECS) physical electronics, energy, flexible and printed electronics
Nick Tsivanidis Dept of Economics Haas School of Business urban and regional economics, development economics, applied econometrics
Manisha Shah Goldman School of Public Policy applied microeconomics, international development, global health, gender
David Sunding Dept of Agricultural & Resource Economics environmental economics, industrial organization, applied econometrics, law and economics
Mariusz Wodzicki Dept of Mathematics algebra, Homological Algebra, analysis, mathematics, Non-commutative and algebraic geometry, K-theory, ballet studies, history of ballet