# Hana Kouřimská

I am a research assistent at the Technical University Berlin,
at the Department of Geometry and Mathematical Physics,
working under the supervision of prof. Boris Springborn.
My pilot project is the discretization of the Ricci flow (in 2D)
and the Uniformization theorem within the setting
of piecewise linear metrics.

## Research

### Fields of interest:

Geometry, differential geometry, discrete
differential geometry, topology, homology and
cohomology theory

### Projects and institutions I am involved in:

### Conferences, workshops and summer schools attended:

- Conference "Discretization in Geometry and Dynamics", Doellnsee-Schorfheide, October 8-12, 2018
- MSRI Hot topics "Shape and Structure of Materials", Berkeley, October 1-5, 2018
- Summer School "Generalized Curvature", Lausanne, September 3-7, 2018
- BMS Summer
Schools, Berlin, 2015, 2017, 2018
- Einstein Workshop "Geometry and Physics in Computer Graphics", TU Berlin, April 09-11, 2018
- SFB Workshop 2017 "DGD Days", Reitenhaslach, Bayern, October 04-06, 2017
- SFB Workshop 2016 "DGD Days", TU Berlin, October 10-14, 2016
- Fall School
"Discrete Geometry and Topology", Graz, September 27 - October 6, 2016
- Heidelberg Laureate
Forum, Heidelberg, September 18-23, 2016
- Conference "Discretization in Geometry and Dynamics", Herrsching am Ammersee, October 5-9, 2015

## Teaching

Semester |
Subject |

Fall 2018 |
Geometry I |

Summer 2018 |
Complex Analysis I |

Fall 2017 |
Analysis II |

Summer 2017 |
Differential Geometry I |

Fall 2016 |
Analysis II (Engineers) |

Summer 2016 |
Discrete Differential Geometry |

Fall 2015 |
Geometry I |

Summer 2015 |
Discrete Differential Geometry |

## Publications

H. Kouřimská, L. Skuppin, and B. Springborn. A variational principle for cyclic
polygons with prescribed edge lengths. In
A. I. Bobenko, editor,

* Advances in discrete
differential geometry,* pages
177--195. Springer, Berlin, 2016.

doi:10.1007/978-3-662-50447-5_5.