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Research Expertise and Interest

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Name

Department

Thomas Courtade

Division of Electrical Engineering (EECS)

information theory, probability, data compression, communications, computer science

photographed in front of the blackboard in his office

Dan-Virgil Voiculescu

Dept of Mathematics

operator algebras, free probability theory, random matrices, K-theory of operator algebras, single operator theory

Perry de Valpine

Dept of Environmental Science, Policy & Management

population ecology, mathematical modeling and statistics

Carmine during a rehearsal of his opera "Pane, sale, sabbia"

Carmine Emanuele Cella

Dept of Music

mathematical representation of musical and acoustic signals, music composition

Ori Ganor

Dept of Physics

string (and M-) theory, quantum field theory, mathematical physics

Venkat Anantharam

Division of Electrical Engineering (EECS)

game theory, applied probability, electrical engineering, communications, control, communication networks, error control coding

Federico Echenique

Dept of Economics

economic theory, economics and computation, mathematical economics, discrete allocation problems

Xin Guo

Dept of Industrial Engineering & Operations Research

stochastic control and games, theory of machine learning and applications to medical and financial data analysis, applied probability and stochastic models

Joseph Lewnard

School of Public Health

infectious diseases, antimicrobial resistance, public health surveillance, mathematical modeling, Bayesian inference

Ayesha S. Mahmud

Dept of Demography

Infectious disease dynamics, disease ecology, mathematical models, Asia, Africa, Central America, climate change

Christian Borgs

Division of Computer Science (EECS)

theoretical computer science, probability theory, combinatorics, complex networks, statistical physics, artificial intelligence, applications of artificial intelligence and machine learning in engineering and sciences

Alistair Sinclair

Dept of Statistics

Division of Electrical Engineering (EECS)

algorithms, applied probability, statistics, random walks, Markov chains, computational applications of randomness, Markov chain Monte Carlo, statistical physics, combinatorial optimization

Maria Laura Delle Monache

Dept of Civil and Environmental Engineering

control, transportation, traffic flow theory and control, nonlinear partial differential equations, mathematical modeling, mixed autonomy transportation

Joshua Goldstein

Dept of Demography

mortality, fertility, aging, social inequality, mathematical demography, economic demography, quantitative methods, United States, Europe

Shawn Shadden

Dept of Mechanical Engineering

cardiovascular biomechanics, computational mechanics, computational fluid dynamics, thrombosis, medical image processing, dynamical systems, fluid dynamics, Lagrangian coherent structures, mathematical modeling

Justin Remais

School of Public Health

Infectious disease dynamics, methodological issues in infectious disease surveillance, infectious diseases, infectious disease epidemiology, global environmental change, climate change, global change, urbanization, mathematical modeling, computational modeling

Daniel Tataru

Dept of Mathematics

mathematics, partial differential equations, nonlinear waves

Vera Serganova

Dept of Mathematics

mathematics, Super-representation theory

Lin Lin

Dept of Mathematics

applied mathematics, Quantum Chemistry, quantum computation, Scientific machine learning

Chiara Salemi

Dept of Physics

physics, mathematics

David Eisenbud

Dept of Mathematics

mathematics, algebraic geometry, commutative algebra, computation

Thomas Scanlon

Dept of Mathematics

mathematics, model theory, applications to number theory

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

Richard Borcherds

Dept of Mathematics

mathematics, lie algebras, vertex algebras, automorphic forms

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