My area of ​​research is Dynamical systems. I have been a doctoral student at KTH, under the supervision of Prof. Kristian Bjerklöv, since 2021.  

The overarching theme of my PhD research has been the study of hyperbolic behaviour in various forced dynamical systems on the two-dimensional torus. The overarching theme of my PhD research has been the study of hyperbolic behaviour in various forced dynamical systems on the two-dimensional torus. I analyse and establish hyperbolicity in skew-product maps with circle diffeomorphisms on the fibre, and with either a strongly expanding base or a quasi-periodic rotation on the base. In systems that are not uniformly hyperbolic, the pointwise Lyapunov exponents and their estimates serve as a gateway to understanding their dynamics. 

My current interests focus on quasiperiodically forced circle diffeomorphisms that possess a unique attracting invariant graph. These systems capture the coexistence of non-chaotic dynamics on the graph with strange geometry, as well as their prevalence in quasi-periodic settings.

Linked below are my publications, preprints and CV. If you are a curious high school or college student, feel free to explore the miscellaneous sources page for some information that might interest you.