# Contact

Postal address:School of Mathematics and Statistics University of New South Wales Sydney NSW 2052 Australia |
How to reach me:mail: maike AT unsw DOT edu DOT au phone: +61 2 938 57085 office: Red Centre 4105 |

# Coming up

- Visit and seminar talk at the University of Auckland (New Zealand), 15–18 May
- AGCT 2017: Arithmetic, Geometry, Cryptography and Coding Theory, CIRM, Luminy (France), 29–23 June
- Workshop Arithmetic Geometry and Computer Algebra, Oldenburg (Germany), 29 June – 1 July
- SIAM Conference on Applied Algebraic Geometry, Georgia Tech (USA), 31 July – 4 August,
where I am organising a minisymposium on
*Applications of Algebraic Geometry to Cryptology*(together with Alessio Caminata and Pierre-Jean Spaenlehauer) - WIN4: Women in Numbers 4, Banff (Canada), 14–18 August
- Number Theory Down Under, La Trobe University, Bendigo (Australia), 29 September – 2 October

# About me

I am a research associate in mathematics at the University of New South Wales in Sydney, Australia. I am a member of the Algebra & Number Theory Group and work mainly in computational number theory and mathematical cryptography. My supervisor is David Harvey.

Before I came here, I was a postdoctoral researcher in the CARAMEL team under the direction of Pierrick Gaudry. I worked at Inria Nancy — Grand Est, a research institute in Nancy, France. My position there was partly funded by a Postdoc.Mobility fellowship of the Swiss National Science Foundation.

I completed my PhD under the supervision of Elisa Gorla at the universities of Basel and Neuchâtel, Switzerland, in December 2013. In 2009 I obtained my Diplom (comparable to the MSc degree) from the Technische Universität Berlin, Germany, where I worked with Florian Heß. I also studied at the University of New South Wales, Australia and the Universität Erlangen-Nürnberg, Germany. For more details, please see my CV.

# Research interests

My research interests lie in the fields of

- Computational number theory, especially
- Algorithms to compute zeta functions (count points) for algebraic varieties over finite fields
- Methods to construct curves with complex multiplication

- Application of algebra and number theory in cryptography and coding theory, especially
- Elliptic and hyperelliptic curve cryptography
- The discrete logarithm problem
- Index calculus algorithms
- Point compression

- Algebraic function fields and algebraic curves
- Class field theory