Projects per year

## Personal profile

### Research interests

My main interests lie in geometric approaches to the study of non-linear equations in Differential Geometry and Theoretical Physics. In particular, I have worked extensively on twistorial and soliton theoretic methods for harmonic maps, isothermic surfaces and related problems in both Riemannian and parabolic geometries.

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## Projects 2005 2010

- 3 Finished

### ANALYSIS AND PARTIAL DIFFERENTIAL EQUATIONS

Engineering and Physical Sciences Research Council

1/10/05 → 30/09/10

Project: Research council

### ANALYSIS AND PARTIAL DIFFERENTIAL EQUATIONS

Engineering and Physical Sciences Research Council

1/09/05 → 31/08/10

Project: Research council

## Research Output 2009 2019

### On Conformal Gauss Maps

Burstall, F., 16 Oct 2019, In : Bulletin of the London Mathematical Society. p. 1-6 6 p.Research output: Contribution to journal › Article

### Polynomial conserved quantities of Lie applicable surfaces

Burstall, F., Hertrich-Jeromin, U., Pember, M. & Rossman, W., 1 Mar 2019, In : Manuscripta Mathematica. 158, 3-4, p. 505-546 42 p.Research output: Contribution to journal › Article

### Ribaucour coordinates

Burstall, F., Hertrich-Jeromin, U. & Lara Miro, M., 1 Mar 2019, In : Beitraege zur Algebra und Geometrie. 60, 1, p. 39-55 17 p.Research output: Contribution to journal › Article

### Discrete linear Weingarten surfaces

Burstall, F., Hertrich-Jeromin, U. & Rossman, W., 1 Sep 2018, In : Nagoya Mathematical Journal. 231, p. 55-88 14 p.Research output: Contribution to journal › Article

### Notes on transformations in integrable geometry

Burstall, F., 23 Oct 2017,*Special Metrics and Group Actions in Geometry: SINDAMS, volume 23.*Springer, p. 59-80

Research output: Chapter in Book/Report/Conference proceeding › Chapter

## Thesis

## Special surface classes

Author: Pember, M., 5 May 2015Supervisor: Burstall, F. (Supervisor)

Student thesis: Doctoral Thesis › PhD