We investigate exotic quantum phases and phase transitions in strongly correlated systems, including supersolid phases, quantum spin liquids, and deconfined quantum criticality on geometrically frustrated lattices such as the triangular and kagome lattices. We also study the microscopic mechanisms of unconventional superconductivity, including d-wave pairing and spinon singlets in doped systems. Our work explores the interplay between topology, frustration, strong correlations, and quantum fluctuations using advanced numerical methods.
We study exotic quantum phases emerging from geometric frustration on triangular and kagome lattices. Our research covers supersolid phases, quantum spin liquids, deconfined quantum criticality, and topological string excitations. Using large-scale quantum Monte Carlo simulations, we explore the interplay between frustration, topology, and strong correlations.
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We investigate the microscopic mechanisms of unconventional superconductivity in strongly correlated systems. Our recent work focuses on d-wave pairing mediated by quantum colored strings and the role of spinon singlets in hole-doped systems, providing insights into the pairing mechanism in partially-filled stripes. Most importantly, we introduce a new theoretical framework for understanding the interplay between quantum fluctuations and superconducting correlations--quantum colored strings model (QCSM).
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We explore quantum many-body phenomena in cavity-QED systems, including Rydberg polaritons, superradiant solids, and quantum phase transitions in Rydberg atom arrays coupled to optical cavities. Our work bridges strong correlations with light-matter interactions.
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