The central theme of my research is the study of quantum entanglement in many-body systems, with an emphasis on integrable models and exact results. I use a variety of mathematical tools, including orthogonal polynomials, conformal field theories, and qKZ equations, to investigate these systems. Understanding quantum entanglement in many-body systems allows us to better grasp emergent phenomena such as phase transitions, out-of-equilibrium dynamics, and the topological nature of matter. Furthermore, entanglement is an essential resource in the development of quantum cryptography and technologies.

Research interests:

- Quantum entanglement and quantum information

- Solvable and integrable quantum many-body systems

- Conformal field theory