TIMS
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Aug 2018
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Week1
1
Surfaces with Kodaira dimension equal 1 or 2>Surfaces with Kodaira dimension equal 1 or 2
Fourier-Mukai transforms>Fourier-Mukai transforms
2
K3 Surfaces and Local Torelli Theorem for K3>K3 Surfaces and Local Torelli Theorem for K3
Etale cohomology of curves>Etale cohomology of curves
3
4
Week2
5
6
7
8
Derived category and canonical bundle II>Derived category and canonical bundle II
Proper base change theorem>Proper base change theorem
9
TBA>TBA
Global torelli theorem for K3-surfaces and moduli spaces>Global torelli theorem for K3-surfaces and moduli spaces
Equivalence criteria for Fourier-Mukai transforms>Equivalence criteria for Fourier-Mukai transforms
10
11
Week3
12
13
14
15
Spherical objects and the braid group actions>Spherical objects and the braid group actions
Smooth base change theorem>Smooth base change theorem
16
Poincare bundle of abelian varieties as Fourier-Mukai kernel>Poincare bundle of abelian varieties as Fourier-Mukai kernel
Grothendieck-Riemann-Roch theorem>Grothendieck-Riemann-Roch theorem
17
18
Week4
19
20
21
22
Derived equivalence of K3 surfaces>Derived equivalence of K3 surfaces
Finiteness theorem>Finiteness theorem
23
GAGA principle>GAGA principle
Derived categories under standard flips>Derived categories under standard flips
Lefschetz trace formula>Lefschetz trace formula
24
On a problem of Sidon>On a problem of Sidon
25
Week5
26
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28
29
30
31

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