Our research is centered on different combinatorial, geometric, and algebraic properties of finite and infinite groups. Particular emphasis is placed on Asymptotic Group Theory (e.g. L2 invariants, growth functions), Geometric Group Theory (e.g. nonpositively curved groups, mapping class groups), Profinite Groups, and Representation Theory.

We have a number of graduate students and postdoctoral fellows working in several aspects of the above topics.

Members |
Postdocs |
Ph.D students |

Yago Antolin (UCM) | Carolina Vallejo (UAM) | Julio Aroca (ICMAT) |

Javier Aramayona (ICMAT) | Jan Boschheidgen(UAM) | |

Alejandra Garrido (UC3M) | Xabier Legaspi (ICMAT) | |

Andrei Jaikin (UAM) | Diego López (UAM) | |

Hang
Lu Su (ICMAT) |