About me

I am a research mathematician based in Madrid; currently Profesora Contratada Doctora (Lecturer / Associate professor) at Universidad Complutense de Madrid, and also member of the Instituto de Ciencias MATemáticas (Mathematical Sciences Institute).

My research is mostly in infinite group theory, particularly groups acting on trees or Cantor sets. I am interested in self-similar groups, profinite groups and more general totally disconnected locally compact groups.

Previously, I have worked as Profesora Ayudante Doctora at the Universidad Autónoma de Madrid and at the Universidad Carlos III de Madrid. Between 2018 and early 2020, I was Postdoctoral Research Associate in the Zero-Dimensional Symmetry Group , led by George Willis, at the University of Newcastle, Australia. From 2016 to 2018, I was Alexander von Humboldt postdoctoral research fellow at the University of Düsseldorf, Germany, hosted by Benjamin Klopsch. Before that, I was Assistante Postdoctorale in Tatiana Nagnibeda's team at the University of Geneva. I completed my DPhil at the University of Oxford in July 2015, under the supervision of John Wilson and supported by Fundación "la Caixa". My undergraduate degree is from the University of St Andrews, Scotland.

Contact

  • Email

    alejandra [dot] garrido [funny a] ucm [dot] es
    alejandra [dot] garrido [funny a] icmat [dot] es
  • Address

    Departamento de Álgebra Geometría y Topología
    Facultad de Ciencias Matemáticas
    Plaza de las Ciencias, 3
    Ciudad Universitaria
    28040 Madrid, Spain.

Papers

All my papers and pre-prints are available on arXiv.

Teaching

2022-23: Universidad Autónoma de Madrid

  • Matemáticas (Bioquímica)
  • Matemáticas (Ciencias Ambientales)

Past Teaching


Seminars/Reading groups

Spring 2021: Reading group on Groups, Trees and Projective modules

We read Dicks' book with the same name. Summary and schedule.


Miscellanea

Member of the Executive Committee of the Severo Ochoa Center of Excellence Grant awarded to ICMAT.

In charge of PhD scholars and other introduction to research programs.