Completed
Wei Chen: Quantum geometric effects in semiconductors and superconductors
Class Central Classrooms beta
YouTube videos curated by Class Central.
Classroom Contents
Program on Anomalies, Topology and Quantum Information in Field Theory and Condensed Matter Physics
Automatically move to the next video in the Classroom when playback concludes
- 1 Ho Tat Lam: Symmetry Enforced Entanglement from Projective Non-invertible Symmetry
- 2 Caio Lewenkopt: Beyond translational symmetry: Strongly disordered and amorphous...
- 3 José Abel Hoyos Neto: A powerful method to evaluate the mass gaps of free-particle quantum...
- 4 Wei Chen: Quantum geometric effects in semiconductors and superconductors
- 5 Dmitry Melnikov: TQFT as error-correcting codes
- 6 Vladimir Korepin: Lessons of Many-Body Quantum Mechanics for Circuit Design
- 7 Luiz Agostinho Ferreira: The hidden symmetries of Yang-Mills theory in (3 + 1)-dimensions
- 8 Behan Connor: In search of generic CFTs in two dimensions
- 9 Vivian França: Entanglement as a Topological Marker in a Confined Superfluid Chain
- 10 Rodrigo Pereira: Fracton-like behavior in a classical spin-orbital model
- 11 Jose Carlos Egues (USP, Brazil)
- 12 Jaume Gomis (Perimeter Institute, Canada)
- 13 Horatiu Nastase: Krylov complexity from circuit complexity and from instantons
- 14 Javier Magán: On the existence of non-invertible symmetries
- 15 Javier Molina Vilaplana: Entanglement Entropy in CFT with Non-Invertible Symmetries
- 16 Valentín Benedetti: Modular Invariance and Selection Rules for RG Flows
- 17 Leo Radzihovsky (University of Colorado, USA): TBA
- 18 German Sierra: Bridging the Lattice and the Continuum: Dualities and Criticality
- 19 Horacio Casini: Symmetries, algebras and entropy in Quantum Field Theory - Class 3
- 20 John McGreevy: The generalized Landau paradigm - Class 3
- 21 Fiona Burnell: Topology, Hidden Information and Phases of Matter - Class 3
- 22 Paul Fendley: Non-invertible symmetries and dualities from the ground up - Class 3
- 23 John McGreevy: The generalized Landau paradigm - Class 2
- 24 Horacio Casini: Symmetries, algebras and entropy in Quantum Field Theory - Class 2
- 25 John McGreevy: The generalized Landau paradigm - Class 1
- 26 Fiona Burnell: Topology, Hidden Information and Phases of Matter - Class 2
- 27 Shinsei Ryu: Higher Berry Phase in Quantum Many-Body Systems - Class 2
- 28 Paul Fendley: Non-invertible symmetries and dualities from the ground up - Class 1
- 29 Fiona Burnell: Topology, Hidden Information and Phases of Matter - Class 1
- 30 Horacio Casini: Symmetries, algebras and entropy in Quantum Field Theory - Class 1
- 31 Shinsei Ryu: Higher Berry Phase in Quantum Many-Body Systems - Class 1
- 32 Paul Fendley: Non-invertible symmetries and dualities from the ground up - Class 2