I am thinking about several topics related to holomorphic curves: super-rigidity in the context of SFT; some symplectic Gromov-Witten theory type questions; certain Lagrangians/symplectic surfaces in certain four-manifolds; symplectic mapping class groups; and some questions about symplectic fillings and cobordisms. 

My bachelor's thesis project and research was on Teichmüller theory while my master's technical transversality issues in holomorphic curve theory. I am generally interested in questions in symplectic topology that live in the interplay of algebraic geometry, Hamiltonian dynamics and differential topology.

Some things I (co)organized in the past:

• Symplectic geometry seminar WiSe25,

• Symplectic geometry seminar SoSe25,

•  BMS-BGSMath Junior Meeting 2024,

• Gromov-Witten theory seminar,

• 12th BMS student conference,

• (unofficial) 3-manifold seminar.

Image depicting a Calabi-Yau manifold, origin unknown (please tell me if you know for credits).