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Efficient Prediction of Superlattice Band Topology from Quantum Geometry

Offered By: Kavli Institute for Theoretical Physics via YouTube

Tags

Condensed Matter Physics Courses Topological Insulators Courses Quantum Hall Effect Courses Quantum Geometry Courses Twisted Bilayer Graphene Courses Moire Materials Courses

Course Description

Overview

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Explore a 42-minute conference talk on predicting superlattice band topology using quantum geometry, presented by Jen Cano from Stony Brook University. Delve into the cutting-edge research on Moiré materials, which offer unprecedented tunability in band structure, symmetry, and topology. Gain insights into the pressing theoretical questions surrounding these materials, including the origin of superconductivity, the nature of correlated states, and the role of topology. Learn about experimental challenges and novel techniques in this field. Discover emerging tunable platforms such as twisted superconductors, topological surface states, quasi-periodic moiré systems, and twisted magnetic materials. Recorded as part of the "Moiré materials: A New Paradigm in Tunable Quantum Matter" conference at the Kavli Institute for Theoretical Physics, this talk contributes to the broader discussion on the potential of Moiré materials in advancing our understanding of quantum matter.

Syllabus

Efficient prediction of superlattice band topology from quantum geometry ▸ Jen Cano (Stony Brook)


Taught by

Kavli Institute for Theoretical Physics

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