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## Recent publications and preprints

• The transport of images method: computing all zeros of harmonic mappings by continuation [1]
with Olivier Sète, IMA Journal of Numerical Analysis, 2021.
arxiv Version [2]
• Number and location of pre-images under harmonic mappings in the plane [3]
with Olivier Sète, Annales Fennici Mathematici, 46(1), 225--247, 2021.
arxiv Version [4]

## Journal publications

• A Newton method for harmonic mappings in the plane [5]
with Olivier Sète, IMA Journal of Numerical Analysis, 40(4), 2777--2801, 2020
arXiv version [6]
• How constant shifts affect the zeros of certain rational harmonic functions [7]
with Jörg Liesen, Computational Methods and Function Theory, 18(4), 583--607, 2018.
arXiv version
[8]
• The maximum number of zeros of $r(z) - overline{z}$ revisited [9]
with Jörg Liesen, Computational Methods and Function Theory, 18(3), 463--472, 2018.
arXiv version
[10]

## Selected talks and presentations

• A continuation method to compute all zeros of harmonic mappings
Institut für Angewandte Analysis, TU Bergakademie Freiberg
, 18th February 2020.
• Computing all zeros of harmonic mappings in the plane [11]
The complex analysis toolbox: new techniques and perspectives, Isaac Newton Institute, 10th September 2019.
• Zeros of rational harmonic functions and gravitational lensing [12]
Poster flash, 6th Heidelberg Laureate Forum, 25th September 2018.

## Software

• Transport of images Toolbox [13]
with Olivier Sète, A Matlab Toolbox to compute zeros of harmonic mappings, 2020.

## Theses

• Die Nullstellen spezieller rationaler harmonischer Funktionen und der Gravitationslinseneffekt.
Master's Thesis, Department of Mathematics, Technical University Berlin, 2016. Awarded as best Master's degree at Dies Mathematicus 2016 [14]
• Polyanalytische Polynome und verallgemeinerte Lanczosalgorithmen.
Bachelor's Thesis, Department of Mathematics, Technical University Berlin, 2013.