Hodge Theory, Old and New

Schedule

Monday, May 21
17:15 – 18:15	P. Griffiths What is complex algebraic geometry? – I
18:15 – 18:45	Coffee break
18:45 – 19:45	J. Morgan Hodge Theory in Homotopy Theory – I

Tuesday, May 22
11:00 – 12:00	P. Griffiths What is complex algebraic geometry? – II
12:15 – 13:15	J. Morgan Hodge Theory in Homotopy Theory – II
13:15 – 14:30	Lunch
14:30 – 15:30	R. Donagi Non-Abelian Hodge Theory and Geometric Langlands – I
15:45 – 16:45	R. Donagi Non-Abelian Hodge Theory and Geometric Langlands – II
16:45 – 17:15	Coffee break
17:15 – 18:15	M. Abouzaid A tropical approach to the Gamma conjectures

Wednesday, May 23
15:45 – 16:45	P. Griffiths What is complex algebraic geometry? – III
16:45 – 17:00	Coffee break
17:00 – 18:00	N. Hitchin Mirror symmetry for Higgs bundles – I

Thursday, May 24
15:45 – 16:45	N. Hitchin Mirror symmetry for Higgs bundles – II
16:45 – 17:00	Coffee break
17:00 – 18:00	C. Simpson Asymptotics of the monodromy of local systems — WKB problems and harmonic mappings to buildings

Friday, May 25
15:45 – 16:45	C. Simpson Towards the construction of stability conditions for rank 3 spectral curves
16:45 – 17:00	Coffee break
17:00 – 18:00	M. Kontsevich Duality with corners – I
18:15 – 19:15	M. Kontsevich Duality with corners – II
19:30 –	Reception

Saturday, May 26
11:00 – 12:00	R. Bezrukavnikov Applied quantization of Hitchin integrable system – I
12:00 – 12:30	Coffee break
12:30 – 13:30	R. Bezrukavnikov Applied quantization of Hitchin integrable system – II

Monday, June 4
10:00 – 11:30	T. Pantev Homological Mirror Symmetry and the mirror map for del Pezzo surfaces

Tuesday, June 5
17:30 – 18:30	P. Griffiths What is complex algebraic geometry? – IV

Thursday, June 7
15:30 – 16:30	K. Rietsch Mirror symmetry for some homogeneous spaces