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        • Associative Rings
          • Ariki-Koike Algebras
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        • Fusion Systems
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      Vertex Operator Algebras (Creutzig)

      Thomas Creutzig: Vertex Operator Algebras, IX. Affine Lie algebras and WZW theories with a focus on admissible levels 2

      3rd August, 2022
      Watch LaterRemove Cinema Mode

      The previous talk in this series is here. The next talk in this series is here.

      This videos is of a lecture course by Thomas Creutzig at the Centre for Quantum Mechanics at the University of Southern Denmark in 2022.

      In This Lecture Course

      • Thomas Creutzig: Vertex Operator Algebras, I. Formal calculus and definition of VOA, modules, fields and intertwiners 1
      • Thomas Creutzig: Vertex Operator Algebras, II. Formal calculus and definition of VOA, modules, fields and intertwiners 2
      • Thomas Creutzig: Vertex Operator Algebras, III. Formal calculus and definition of VOA, modules, fields and intertwiners 3
      • Thomas Creutzig: Vertex Operator Algebras, IV. Illustrating these in the simplest examples of free field theories ‐ free boson, free fermion, symplectic boson and symplectic fermion 1
      • Thomas Creutzig: Vertex Operator Algebras, V. Illustrating these in the simplest examples of free field theories ‐ free boson, free fermion, symplectic boson and symplectic fermion 2
      • Thomas Creutzig: Vertex Operator Algebras, VI. Finiteness conditions (Zhu’s algebra and associated varieties) and their implications to representation theory 1
      • Thomas Creutzig: Vertex Operator Algebras, VII. Finiteness conditions (Zhu’s algebra and associated varieties) and their implications to representation theory 2
      • Thomas Creutzig: Vertex Operator Algebras, VIII. Affine Lie algebras and WZW theories with a focus on admissible levels 1
      • Thomas Creutzig: Vertex Operator Algebras, IX. Affine Lie algebras and WZW theories with a focus on admissible levels 2
      • Thomas Creutzig: Vertex Operator Algebras, X. Affine Lie algebras and WZW theories with a focus on admissible levels 3
      • Thomas Creutzig: Vertex Operator Algebras, XI. Affine Lie algebras and WZW theories with a focus on admissible levels 4
      • Thomas Creutzig: Vertex Operator Algebras, XII. Affine Lie algebras and WZW theories with a focus on admissible levels 5
      • Thomas Creutzig: Vertex Operator Algebras, XIII. W‐algebras 1
      • Thomas Creutzig: Vertex Operator Algebras, XIV. W‐algebras 2
      • Thomas Creutzig: Vertex Operator Algebras, XVI. Cosets and Orbifolds 2
      • Thomas Creutzig: Vertex Operator Algebras, XV. Cosets and Orbifolds 1
      • Thomas Creutzig: Vertex Operator Algebras, XVII. VOAs in physics, geometry and topology 1
      • Thomas Creutzig: Vertex Operator Algebras, XVIII. VOAs in physics, geometry and topology 2
      • Thomas Creutzig: Vertex Operator Algebras, XX. VOAs in physics, geometry and topology 4
      • Thomas Creutzig: Vertex Operator Algebras, XIX. VOAs in physics, geometry and topology 3

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