Book contents
- Frontmatter
- Contents
- Preface
- Introduction
- 1 An Introduction to Affine Lie Algebras and the Associated Groups
- 2 Space of Vacua and its Propagation
- 3 Factorization Theorem for Space of Vacua
- 4 Fusion Ring and Explicit Verlinde Formula
- 5 Moduli Stack of Quasi-parabolic G-Bundles and its Uniformization
- 6 Parabolic G-Bundles and Equivariant G-Bundles
- 7 Moduli Space of Semistable G-Bundles Over a Smooth Curve
- 8 Identification of the Space of Conformal Blocks with the Space of Generalized Theta Functions
- 9 Picard Group of Moduli Space of G-Bundles
- Appendix A Dynkin Index
- Appendix B C-Space and C-Group Functors
- Appendix C Algebraic Stacks
- Appendix D Rank-Level Duality (A Brief Survey) (by Swarnava Mukhopadhyay)
- Bibliography
- Index
Appendix D - Rank-Level Duality (A Brief Survey) (by Swarnava Mukhopadhyay)
Published online by Cambridge University Press: 19 November 2021
Book contents
- Frontmatter
- Contents
- Preface
- Introduction
- 1 An Introduction to Affine Lie Algebras and the Associated Groups
- 2 Space of Vacua and its Propagation
- 3 Factorization Theorem for Space of Vacua
- 4 Fusion Ring and Explicit Verlinde Formula
- 5 Moduli Stack of Quasi-parabolic G-Bundles and its Uniformization
- 6 Parabolic G-Bundles and Equivariant G-Bundles
- 7 Moduli Space of Semistable G-Bundles Over a Smooth Curve
- 8 Identification of the Space of Conformal Blocks with the Space of Generalized Theta Functions
- 9 Picard Group of Moduli Space of G-Bundles
- Appendix A Dynkin Index
- Appendix B C-Space and C-Group Functors
- Appendix C Algebraic Stacks
- Appendix D Rank-Level Duality (A Brief Survey) (by Swarnava Mukhopadhyay)
- Bibliography
- Index
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- Publisher: Cambridge University PressPrint publication year: 2021