Program on Anomalies, Topology and Quantum Information in Field Theory and Condensed Matter Physics

Program on Anomalies, Topology and Quantum Information in Field Theory and Condensed Matter Physics

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Wei Chen: Quantum geometric effects in semiconductors and superconductors

4 of 32

4 of 32

Wei Chen: Quantum geometric effects in semiconductors and superconductors

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Classroom Contents

Program on Anomalies, Topology and Quantum Information in Field Theory and Condensed Matter Physics

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

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