**kohout at maths.ox.ac.uk**

Mathematical Institute

University of Oxford

Oxford OX2 6GG

United Kingdom

I am a PhD student at the Mathematical Institute in the University of Oxford working under the supervision of Melanie Rupflin. Before that I was doing my undergraduate and masters degrees at the University of Warwick. I am interested in geometric analysis and nonlinear PDEs, in particular geometric flows, harmonic maps, minimal surfaces and Lojasiewicz inequalities (especially in the presence of singularities).

Click here to see me give a talk about my research

- J. Kohout
*Łojasiewicz inequalities for the harmonic map energy on degenerating cylinders*, in preparation. - J. Kohout, M. Rupflin and P. M. Topping
*Uniqueness and nonuniqueness of limits of Teichmüller harmonic map flow*, Advances in Calculus of Variations (2020).

- B4.1 Functional Analysis I (Tutor, Mathematical Instiute, University of Oxford)
- B4.2 Functional Analysis II (Tutor, Mathematical Instiute, University of Oxford)

- B4.1 Functional Analysis I (TA, Mathematical Instiute, University of Oxford)
- B4.2 Functional Analysis II (TA, Mathematical Instiute, University of Oxford)
- ASO Introduction to Manifolds (Tutor, Baliol College and TA, Hertford College)

- M1 Linear Algebra I (Tutor, Keble College, University of Oxford)
- Geometric Analysis and PDEs (TA, Mathematical Instiute, University of Oxford)
- ASO Introduction to Manifolds (TA, Hertford College)

- Problems Class Supervisor in Mathematical Analysis, Differential Equations, Abstract Algebra, Linear Algebra (University of Warwick)

- Joint CDT Conference, University of Cambridge (online) December 2020
- Bringing Young Mathematicians Together (online) December 2020
- Junior Mathematicians Research Archive (online, link) November 2020
- PDE CDT Lunchtime Seminar, University of Oxford (online) October 2020
- Gradient Flows and Variational Methods in PDEs, University of Ulm November 2019