My research focuses on the development and application of theoretical and computational methods for understanding correlated quantum matter, with connections to condensed-matter physics, ultracold atomic systems, and quantum chemistry. I am particularly interested in collective phenomena that arise from strong interactions, including unconventional superconductivity, non-Fermi-liquid behavior, quantum magnetism, and quantum spin liquids.

A central goal of my work is to obtain controlled and quantitatively accurate descriptions of strongly correlated fermionic systems. To this end, I develop and use diagrammatic techniques that reorganize many-body perturbation theory into computationally efficient frameworks, as well as new types of variational methods. I am especially interested in novel approaches that combine analytical and physical insight with high-precision numerical calculations.

More broadly, my research aims to clarify how exotic phases of matter emerge from microscopic interactions, how they can be characterized theoretically, and how their observable signatures can be related to experiments.

Prospective students interested in theoretical and computational quantum matter are encouraged to contact me regarding research opportunities at the master’s or PhD level.