HODGE THEORY SEMINAR
Based on Claire Voisin books Hodge Theory and Complex Algebraic Geometry I-II
A preliminary schedule:
       
Fr 01-20
13.30-14.30
KTH
3721
Carel Faber An overview
Fr 01-27
13.30-14.30
KTH
3424
Carel Faber Chapter One
Fr 02-03
13.30-14.30
KTH
3733
David Eklund The exterior derivative
Fr 02-10
13.30-14.30
KTH
3733
Mattias Jonsson Complex manifolds
Fr 02-17
13.30-14.30
KTH
3733
Mattias Jonsson Complex manifolds
Fr 02-24
13.30-14.30
KTH
3733
Carel Faber Kähler metrics
Fr 03-03
13.30-14.30
KTH
3733
Martin Blomgren Kähler metrics II
Fr 03-10
13.30-14.30
KTH
3733
Roy Skjelnes Sheaves and cohomology
Fr 03-17
13.30-14.30
KTH
3733
Roy Skjelnes Cech cohomology
Fr 03-24
13.30-14.30
KTH
3733
Mattias Dahl Harmonic forms and Cohomology
Fr 03-31
13.30-14.30
KTH
3733
Mattias Dahl Harmonic forms and Cohomology
Fr 04-07
13.30-14.30
KTH
3733
- -
Fr 04-14
13.30-14.30
KTH
3733
- -
Fr 04-21
13.30-14.30
KTH
3733
Wojciech Chacholski Lefschetz Decomposition
Fr 04-28
13.30-14.30
KTH
3733
Carel Faber A review of chapters 5 and 6
Fr 05-05
13.30-14.30
KTH
3733
Carel Faber Hodge structures and polarisations
Fr 05-12
13.30-14.30
KTH
3733
Roy Skjelnes Pullback and the Gysin map
Fr 05-19
13.30-14.30
KTH
3733
Lars Halle
Fr 05-26
13.30-14.30
KTH
3733
-
Fr 06-02
13.30-14.30
KTH
3733
Lars Halle and Jonas Bergström Hypercohomology and spectral sequences
We 06-07
14.30-15.30
KTH
3733
Jonas Bergström Spectral sequences II
     

The page is maintained by Roy Skjelnes.