Generalized Landau Levels: Quantized Trace Formula and Implications for Non-Abelian Moire Fractionalization

Explore a 42-minute conference talk on "Generalized Landau Levels: Quantized Trace Formula & Implication for Non-Abelian Moire Fractionalization" presented by Jie Wang from Temple University. Delve into cutting-edge research on moiré materials as part of the "Moiré materials: A New Paradigm in Tunable Quantum Matter" conference held at the Kavli Institute for Theoretical Physics. Examine the unprecedented tunability of band structure, symmetry, and topology in moiré materials, and their potential as a platform for investigating various quantum phenomena. Gain insights into pressing theoretical questions surrounding superconductivity, correlated states, and topology in these materials, as well as experimental challenges and novel techniques. Discover emerging tunable platforms, including twisted superconductors, topological surface states, quasi-periodic moiré systems, and twisted magnetic materials. Access additional resources, including recordings and slide decks, to further enhance understanding of this complex topic in quantum physics.

Generalized Landau Levels: Quantized Trace Formula & Implication for... ▸ Jie Wang (Temple)