About

I'm a software developer with a PhD in mathematics. I'm passionate about using my analytic, data, and programming skills to solve real-world problems that make a positive impact.

I completed a PhD at the University of Göttingen, working under the supervision of Thomas Schick. In plain language, I studied the underlying shape and symmetry of spacetime models and the mathematical structures that classify their properties. More precisely, my research interests lie in algebraic topology, in particular twisted K-theory and topological T-duality. My thesis was about the equivariant versions of these concepts.

Contact me on Linkedin.

Education

• Doctor of Philosophy (Mathematics), 2020-2023
  University of Göttingen, Germany
  Authored three research articles and communicated findings in several talks.

• Master of Science (Mathematics and Statistics) (with distinction), 2018-2020
  University of Melbourne, Melbourne, Australia
  Average grade of 91%.

• Diploma of Informatics, 2015-2017
  University of Melbourne, Melbourne, Australia
  Included courses: Software Modelling and Design, Models of Computation, Artificial Intelligence, Computer Systems, Database Systems, Object Oriented Software Development, Design of Algorithms

• Bachelor of Science (Mathematics and Statistics), 2015-2017
  University of Melbourne, Melbourne, Australia

Research papers

• Equivariant topological T-duality (with Thomas Schick). Commun. Math. Phys. (2024) 405:179

• A new approach to topological T-duality for principal torus bundles (with Thomas Schick). Reviews in Mathematical Physics (2024) 2450034

• A fixed point decomposition of twisted equivariant K-theory (with Thomas Schick and Mario Velásquez). Proc. Amer. Math. Soc. 151 (2023), 4593-4606

• Twisted Equivariant Tate K-Theory (Masters thesis)