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- Vertex Operator Algebras and Differential Geometry
- Modularity of Logarithmic Parafermion Vertex Algebras
- Representation Theory of Vertex Operator Algebras and Orbifold Conformal field Theory
- The Vertex Algebras $\Mathcal R^{(P)} $ and $\Mathcal V^{(P)} $
- Remarks on BMS3 Invariant Field Theories
- Representations of Vertex Operator Algebras and Superalgebras
- Mathematical Foundations of Quantum Field Theory and Perturbative String Theory
- Vertex Operator Algebras and the Blowup Formula for the $ S $-Duality
- Noncommutative Geometry and Spacetime Gauge Symmetries Of
- 2D Conformal Field Theory and Vertex Operator Algebras
- Aspects of Vertex Algebras in Geometry and Physics Wolfgang
- Logarithmic Conformal Field Theory
- Jhep11(2018)188
- The Duality Between Vertex Operator Algebras and Coalgebras, Modules and Comodules
- Vertex Algebras and Algebraic Curves, by Edward Frenkel and David Ben-Zvi, Mathe- Matical Surveys and Monographs, Vol
- Logarithmic W-Algebras and Argyres-Douglas Theories at Higher
- Jhep01(2020)042
- On Vertex Operator Algebras, Their Representations, and Corresponding Two-Dimensional Conformal Geometry
- Feynman Diagrams and Ω−Deformed M-Theory
- Introduction to Vertex Algebras, Borcherds Algebras, and The
- Arxiv:Hep-Th/9512078V1 11 Dec 1995 E.1995 Dec
- Arxiv:1407.8512V6 [Math.RT] 29 Oct 2018 Tuto;Ivratter;fiiegeneration; finite Theory; Invariant Struction; Ouiaaaafrhlfldiscussions
- Conformal Field Theory, Vertex Operator Algebras and Operator Algebras
- Vertex Operators and Modular Forms
- Learning Seminar on Conformal Field Theory (Fall 2019)
- Tensor Categories Arising from the Virasoro Algebra
- The Physics Superselection Principle in Vertex Operator Algebra Theory
- Duality Symmetries and Noncommutative Geometry of String Spacetimes
- Lectures 1, 2, 3, 4