I am a PhD student of Prof. Dr. Marco Hien.

My PhD project is supported by a doctoral scholarship of the Studienstiftung des deutschen Volkes.

My research is focused on topics of Algebraic Analysis: I study differential systems with irregular singularities and their Stokes phenomena. For this purpose, I seek to apply Riemann–Hilbert correspondences in order to obtain descriptions of D-modules in terms of topology and linear algebra. I also want to use these methods to solve classification problems and compute integral transforms, such as the Fourier–Laplace transform.

I presented a Poster at the conference D-modules, quantum geometry, and related topics at the RIMS in Kyoto in 2018.

An article providing more results and details is available on arXiv:

D-modules of pure Gaussian type and enhanced ind-sheaves, preprint (2020). arXiv:2002.04327

       Key words: D-modules, Algebraic Analysis, Riemann–Hilbert correspondence, Stokes phenomenon, enhanced ind-sheaves, Fourier transform, moduli space