Reto Buzano (Mueller), School of Mathematical Sciences, Queen Mary University of London

Dr. Reto Buzano (formerly known as Reto Müller)

Senior Lecturer in Pure Mathematics & Director of Postgraduate Research Studies

School of Mathematical Sciences
Queen Mary University of London
Mile End Road
London E1 4NS, UK
Tel: +44 (0)20 7882 5517

Queen's Building - Office W414

Latest info

Research: My work is in Geometric Analysis with emphasis on geometric flows, minimal surfaces, and higher dimensional conformal geometry. For a more detailed description, in particular also of my past results, please visit my research page.

Publications: My newest preprint on bubbling analysis and geometric convergence results for free boundary minimal surfaces was submitted to the ArXiv on July 2, 2018. For a list of all my publications, please visit my publications page or my Google Scholar profile.

Upcoming Talks: I will give talks at University of Hamburg on 3-6 September 2018, ETH Zurich on 18 December 2018 and Politecnico di Torino on 9-13 September 2019. For a list of all my scientific talks, please click here.

Research seminars: I am a former organiser of the QMUL Geometry and Analysis Seminar and a member of the scientific committee of the Brussels-London Geometry Seminar. I am also regularly attending the KCL/UCL Geometry Seminar.

Reading seminars: I am an organisers of the QMUL Geometric Analysis Reading Seminar and an active group member of the KCL/UCL Geometric Analysis Reading Seminar.

PhD students: I am the main supervisor of Gianmichele Di Matteo and the second supervisor of three other QMUL PhD students. If you are interested in pursuing a PhD in Geometric Analysis under my guidance, please contact me by e-mail. Our application deadline for fully funded studentships starting in September is on January 31. More information can be found on our QMUL Maths PhD Website.

Teaching: In the academic year 2018-2019, I will teach MTH6127: Metric Spaces and Topology. Please visit my teaching page for further information about this module and my past teaching activities.

Office hours: I currently do not have regular office hours. For an appointment, please send me an e-mail.