01/10 Lecture 1.  Overview of K3 surfaces I.  (Notes / Video)

01/12 Lecture 2.  Overview of K3 surfaces II.  (Notes / Video)

01/14 Lecture 3.  Overview of K3 surfaces III.  (Notes / Video)

01/19 Lecture 4.  Definition and first examples.  (Notes / Video)

01/21 Lecture 5.  Hilbert schemes of points:  smoothness.  (Notes / Video)

01/24 Lecture 6.  Hilbert schemes of points:  fundamental group.  (Notes / Video)

01/26 Lecture 7.  Hilbert schemes of points:  symplectic form.  (Notes / Video)

01/28 Lecture 8.  Hilbert scheme of points:  cohomology.  (Notes / Video)

01/31 Lecture 9.  Ricci flat metrics.  (Notes / Video)

02/02 Lecture 10.  Local Torelli:  statement.  (Notes / Video)

02/07 Lecture 11.  Local Torelli:  proof.  (Notes / Video)

02/09 Lecture 12.  The Beauville--Bogomolov--Fujiki form.  (Notes / Video)

02/11 Lecture 13.  The BBF form of the Hilbert scheme.  (Notes)

02/14 Lecture 14.  Mumford--Tate groups I.  (Notes)

02/16 Lecture 15.  Mumford--Tate groups II.  (Notes)

02/18 Lecture 16.  Mumford--Tate groups III.  (Notes)

02/21 Lecture 17.  Fujiki relations.  (Notes)

02/23 Lecture 18.  The Beauville--Donagi family I.  (Notes / Video)

02/25 Lecture 19.  The Beauville--Donagi family II.  (Notes / Video)

03/04 Lecture 20.  Marked moduli space.  (Notes / Video)

03/07 Lecture 21.  The Beauville--Donagi family III.  (Notes / Video)

03/11 Lecture 22.  Huybrechts' projectivity criterion.  (Notes / Video)

03/14 Lecture 23.  Inseparable => birational.  (Notes / Video)

03/16 Lecture 24.  Birational => inseparable.  (Notes / Video)

03/18 Lecture 25.  Twistor families.  (Notes / Video)

03/28 Lecture 26.  Surjectivity of the period map.  (Notes / Video)

03/30 Lecture 27.  More on twistor families.  (Notes / Video)

04/01 Lecture 28.  The monodromy group is finite-index.  (Notes / Video)

04/04 Lecture 29.  The global Torelli theorem.  (Notes / Video)

04/06 Lecture 30.  Examples of monodromy groups.  (Notes / Video)

04/08 Lecture 31.  Moduli spaces of sheaves.  (Notes / Video)

04/11 Lecture 32.  Effectivizing isomorphisms.  (Notes / Video)

04/13 Lecture 33.  Kahler cone decomposition.  (Notes / Video)

04/15 Lecture 34.  Matsushita's theorem.  (Notes / Video)

04/18 Lecture 35.  Some lattice theory.  (Notes / Video)

04/20 Lecture 36.  Ample cones of Hilbert schemes.  (Notes / Video)

04/22 Lecture 37.  Projective moduli.  (Notes / Video)

04/25 Lecture 38.  Automorphisms I.  (Notes / Video)