Introducing interactions in Topological insulators
8
Another name for the seminar: "A Haldane's Tale"
9
Hard Wall Boundary
10
General "N-body" solution to boundary operators
11
The spectrum of entanglement - ground state of full wave function
12
The Haldane Model
13
Kane and Mele model
14
Conclusions / Summary
15
I came full circle...
Description:
Save Big on Coursera Plus. 7,000+ courses at $160 off. Limited Time Only!
Grab it
Explore a 42-minute conference talk from the Workshop on Strong Electron Correlations in Quantum Materials, focusing on the spectrum of entanglement as a dimensional reduction tool for studying topological insulators. Delve into the key concepts presented by Eduardo Novais from Universidade Federal do ABC, including topological phases of matter, interactions in topological insulators, and the Haldane model. Examine the speaker's approach to introducing interactions, the general "N-body" solution to boundary operators, and the spectrum of entanglement in relation to the ground state of full wave functions. Gain insights into the Kane and Mele model and understand how the presentation comes full circle in its exploration of strong electron correlations in quantum materials.
Spectrum of Entanglement as a Dimensional Reduction Tool for Studying Topological Insulators