Correlated Phases in Geometrically Frustrated Lattices - Ming Yi

Explore correlated phases in geometrically frustrated lattices in this 34-minute conference talk by Ming Yi from Rice University. Delve into recent developments in the interplay between topology, symmetry, and interactions in condensed matter physics. Examine the effects of correlations on topological insulators, semimetals, and superconductors. Investigate how symmetry and strong correlations produce correlated topological phases in Kondo systems. Discuss the principles of topology and interactions revealed by Moire heterostructures. Consider the connection between higher-order topology and fracton systems, and its potential for identifying solid-state candidates. Analyze how topology might provide a nonperturbative framework for understanding strongly correlated gapless phases like strange metals. Gain insights into the unifying themes of electronic topology across various materials and correlation strengths. This talk is part of a broader conference organized by the Kavli Institute for Theoretical Physics, aiming to enhance cross-talk between weakly and strongly correlated communities interested in topology.

Correlated phases in geometrically frustrated lattices ▸ Ming Yi (Rice)