notes:start
Table of Contents
Notes
Quantum Group at roots of unity
One main obstacle for doing Mina's story for general 3-manifold, rather than just $\Sigma \times \R$, is that, the general $U_q(sl_2)$-representation has too many simple objects.
The usual RT / WZW / CS theory, by pass theory problem, by working with integral, rather than
Double Cover CY
Start with dual nef partitions on $\Delta$ and $\nabla$.
Batyrev-Borisov Construction
This note is my attempt to understand how the mirror construction works, and how it compares with the monomial-divisor toric correspondence.
Hitchin Fibration – Learning Roadmap
The Hitchin fibration is one of the central structures in modern geometry. It connects:
- Higgs bundles
- integrable systems
- non-abelian Hodge theory
- geometric Langlands
- mirror symmetry
This page collects a recommended path to learn the subject, with references.
notes/start.txt · Last modified: 2023/06/25 15:53 by 127.0.0.1