Faculty |
Subject |

Thomas Bartelme |
Dynamical systems, hyperbolic geometry, Riemann-Finsler geometry, ergodic geometry, low-dimensional topology |

Serban Belinschi |
Noncommutative probability, random matrices, operator algebras, complex variables |

Oleg Bogoyavlenskij |
Dynamical systems, partial differential equations |

Pietro-Luciano Buono |
Dynamical Systems, Symmetric Bifurcation Theory, Delay-Differential Equations, Applications to Biology |

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 |

Jamie 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 |

Roland Speicher |
Operator
algebras, non-commutative and free probability theory (in particular,
its probabilistic and combinatorial aspects and its relation with
problems in physics), random matrices |

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