Research interests
My research interests lie in the field of Algebraic and Complex Geometry, with a specific focus on moduli problems. I am particularly interested in the classification of algebro-geometric objects and the construction of these objects via geometric invariant theory adjacent methods and theta-stability. Additionally, I am investigating different compactifications of these objects, for example through Uhlenbeck theory and Gieseker semistability. I am also interested in exploring the connections between these moduli problems and other areas of mathematics such as the Kobayashi-Hitchin correspondence and non-abelian Hodge theory. My ultimate goal is to deepen our understanding of these complex mathematical concepts and their applications in other areas of mathematics and physics