01/13 Lecture 1. Local systems. (Notes)
01/15 Lecture 2. The correspondence in the abelian case. (Notes)
01/22 Lecture 3. Representation varieties. (Notes)
01/24 Lecture 4. Simple representations I. (Notes)
01/27 Lecture 5. Simple representations II. (Notes)
01/29 Lecture 6. Closed orbits. (Notes)
01/31 Lecture 7. Good quotients. (Notes)
02/03 Lecture 8. Affine GIT I. (Notes)
02/05 Lecture 9. Affine GIT II. (Notes)
02/07 Lecture 10. The simple locus I. (Notes)
02/10 Lecture 11. The simple locus II. (Notes)
02/12 Lecture 12. A generically non-semisimple component. (Notes)
02/14 Lecture 13. Flat connections. (Notes)
02/17 Lecture 14. The Riemann-Hilbert correspondence. (Notes)
02/24 Lecture 15. Lambda modules. (Notes)
02/26 Lecture 16. Reminder on semistability. (Notes)
02/28 Lecture 17. Boundedness of semistable Lambda modules. (Notes)
03/03 Lecture 18. GIT quotients and GIT semistability. (Notes)
03/07 Lecture 20. Semistability of flat vector bundles. (Notes)
03/10 Lecture 21. Moduli spaces of semistable Lambda modules I. (Notes)
03/14 Lecture 22. Moduli spaces of semistable Lambda modules II. (Notes)
03/19 Lecture 23. Moduli spaces of semistable Lambda modules III. (Notes)
03/21 Lecture 24. The geometric Riemann-Hilbert correspondence. (Notes)
03/31 Lecture 25. The Narasimhan--Seshadri theorem. (Notes)
04/07 Lecture 26. Pluriharmonic bundles. (Notes)
04/14 Lecture 27. Complex variations of Hodge structures. (Notes)
04/21 Lecture 28. Properness of the Hitchin map. (Notes)
04/28 Lecture 29. The rank one case revisited. (Notes)
04/30 Lecture 30. Spectral curves and the isotropicity of the nilpotent cone. (Notes)