Department of Mathematics and Statistics

Department of Mathematics and Statistics
Department of Mathematics and Statistics

Analysis, Geometry and Topology

Full-Time Faculty Research Interests
Thomas Barthelmé Dynamical systems, hyperbolic geometry, Riemann-Finsler geometry, ergodic geometry, low-dimensional topology
Oleg Bogoyavlenskij

Dynamical systems, partial differential equations

Francesco Cellarosi

Applications to quantum mechanics, dynamical systems, ergodic theory, homogeneous dynamics

Andrew Lewis

Geometric control theory, differential geometry, geometric functional analysis

Abdol-Reza Mansouri

Sub-Riemannian geometry, geometric control theory, stochastic analysis and Malliavin calculus

Giusy Mazzone

Partial differential equations, evolution equations

James A. Mingo

Operator algebras,noncommutative probability, random matrices, K-theory of operator algebras

Dan Offin Dynamical systems, Hamiltonian and Celestial mechanics, symplectic geometry, variational methods on manifolds
Catherine Pfaff

Geometric group theory, topology, symbolic dynamics ​

Brad Rodgers

Analytic number theory, random matrix theory ​

Noriko Yui

Calabi-Yau manifolds, Mirror symmetry, Mirror maps, Picard-Fuchs differential equations, monodromy


Affiliated Faculty Status Research Interests
Serban Belinschi Adjunct Noncommutative probability, random matrices, operator algebras, complex variables
Pietro-Luciano Buono Adjunct Dynamical Systems, Symmetric Bifurcation Theory, Delay-Differential Equations, Applications to Biology
Roland Speicher Adjunct Operator algebras, non-commutative and free probability theory (in particular, its probabilistic and combinatorial aspects and its relation with problems in physics), random matrices