Overview
Notes
1.
Quasi-coherent sheaves on projective varieties
2.
Exceptional collections and Čech cohomology
3.
Computing sheaf cohomology on projective space
4.
Compact generation and Grothendieck duality
5.
The projection formula and standard adjunctions
6.
Base change and integral transforms
7.
Identities, projections, and convolutions
8.
Kernels for common autoequivalences
9.
Moving towards resolutions of the diagonal
10.
The sheaf of Kähler differentials
11.
Beilinson's resolution of the diagonal on projective space
12.
Blow ups
13.
Components for a SOD of a blow up
14.
Completing the proof of the SOD of a blow up
Syllabus
Light
Rust
Coal
Navy (default)
Ayu
Derived Categories II
Completing the proof of the SOD of a blow up