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Associate Professor Ramiro Lafuente
Associate Professor

Ramiro Lafuente

Email: 
Phone: 
+61 7 336 57506

Overview

Background

I was born in Argentina and found an early passion for mathematics as a high school student by participating in the Math and Programming Olympiads. I obtained an undergraduate degree from La Plata University in 2009, and a PhD in mathematics from Cordoba University under the supervision of Prof. Jorge Lauret in 2013. After that I was a postdoc in the Differential Geometry group at the University of Münster in Germany (first as a Humboldt fellow, and then as Prof. Wilking's assistant). I also spent three months at MSRI in Berkeley, California during 2016. Since mid 2018, I am a Lecturer at the School of Maths and Physics in UQ.

Availability

Associate Professor Ramiro Lafuente is:
Available for supervision

Qualifications

  • Doctor of Philosophy, Universidad Nacional de Cordoba

Research interests

  • Differential Geometry

    I enjoy thinking about problems in Differential Geometry, especially those involving symmetry. These problems are usually connected with many other areas of mathematics which are also of my interest, such as geometric analysis, differential equations, Lie theory, and invariant theory.

Funding

Current funding

  • 2025 - 2028
    Symmetry in geometric differential equations
    ARC Future Fellowships
    Open grant
  • 2024 - 2027
    Geometric evolution of spaces with symmetries
    ARC Discovery Projects
    Open grant

Past funding

  • 2024 - 2025
    Einstein's equations in the presence of symmetries
    UQ Foundation Research Excellence Awards
    Open grant
  • 2019 - 2023
    Geometric flows and distinguished geometric structures with symmetry
    ARC Discovery Early Career Researcher Award
    Open grant

Supervision

Availability

Associate Professor Ramiro Lafuente is:
Available for supervision

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Available projects

  • Geometric flows in Hermitian geometry

    There are a number of challenging projects being offered in the area of complex geometry, with an emphasis in geometric evolution equations with symmetries. With the aim of generalising the Ricci flow to Hermitian, non-Kaehler geometries, these evolution equations have gained significant interest in recent years, and most basic questions about them are still unanswered.

  • Riemannian geometry with symmetries

    Despite the field's long history, many important questions in Riemannian geometry involving symmetry assumptions remain open to this day. An example is the long-standing Alexeevskii conjecture (1970's) on homogeneous Einstein spaces. With new tools having been developed in recent years by the supervisor and his collaborators, among others, this is an inviting time to tackle some of these problems.

Supervision history

Current supervision

Completed supervision

Media

Enquiries

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