Yilin Ma

Room 606, Department of Mathematics

University College London, 25 Gordon Street, London WC1H 0AY

yilin.ma@ucl.ac.uk

The Calderón problem. In its simplest formulation, the problem was solved in 1987 by John Sylvester and Gunther Uhlmann through their groundbreaking introduction of complex geometric optics (CGO) solutions. While not purely a microlocal concept, CGO solutions are closely tied to the ideas and techniques of microlocal analysis. The solutions of inverse problems like the Calderón problem represent some of the most significant triumphs of microlocal analysis in recent times.

Welcome to my academic website!

I am a research fellow at University College London. Previously, I was a PhD student at the Mathematical Sciences Institute of the Australian National University, under the supervision of Professor Andrew Hassell.

I am interested in the broad area of microlocal analysis.

Feel free to take a look at my CV here.

I was suggested to upload a picture of myself but was too shy to do so.

Some old talks that I did many years ago:

  1. The Calderón problem with unbounded potentials in two dimensions. (Slides)
  2. Semilinear Calderón problems on complex manifolds. (Slides)