Broadly, my interests lie in studying the collective behavior of a statistically large number of particles in a setting where their quantum nature dominates the physics. Over the past few decades, it has been discovered that topology plays a fundamental and elegant role in determining several properties of quantum many-body wavefunctions. A key area of my work involves exploring topological phases and the transitions that may occur between them, with a particular emphasis on those directly relevant to experimental settings.

Additionally, I am interested in studying metals or gapless phases of matter in two-dimensions, especially those that go beyond conventional models like the free Fermi gas.

I currently have openings for PhD positions and research projects. Interested students are welcome to contact me.

CV and Publications

Research Topics:

• Topological Phases and Phase Transitions
• Quantum Hall Physics
• Strongly Correlated and Disordered Systems
• Numerical Methods:
• Density-Matrix Rernormalization Group
• Exact Diagonalization
• Hartree-Fock
• Analytical Techniques:
• Quantum Field Theory
• Dualities in 2D