My research interests lie in birational geometry over the complex numbers, focusing on projective varieties that are smooth or have mild singularities. In particular, I work on Fano varieties, Mori Dream Spaces, and the Mori Program for divisors in these spaces. My studies include extremal contractions—especially fiber type contractions—as well as the cones of curves and divisors. I also investigate torus actions on projective manifolds, using tools from birational geometry to analyze one-dimensional torus actions on polarized pairs, consisting of complex smooth projective varieties endowed with positive line bundles.

Current research projects involve classification problems in complex algebraic geometry, particularly concerning Fano 4-folds and varieties admitting one-dimensional torus actions, along with geometric realizations of birational transformations.