MR5, Lecture 1. Th, Jan 19,

Introduction: field extensions and morphisms.

Summary

MR5, Lecture 2. T, Jan 31,

Linear systems, maps and ampleness.

Summary

MR5, Lecture 3. Th, Feb 2,

Curves, part 1.

Summary

Special make-up class:
MR11, Lecture 4. M, Feb 6,

Curves, part 2.

Summary

MR5, Lecture 5. T, Feb 7,

Surfaces, part 1: intersection theory.

Summary

MR5, Lecture 6. Th, Feb 9,

Surfaces, part 2: Hodge Index Theorem.

Summary

Special make-up class:
MR11, Lecture 7. M, Feb 13,

Surfaces, part 3: blow-ups.

Summary

MR5, Lecture 8. T, Feb 14,

Intersection theory and ampleness revisited.

Summary

MR5, Lecture 9. Th, Feb 16,

Nakai's criterion.

Summary

MR11, Example class 1. M, Feb 20.

Example sheet

MR5, Lecture 10. T, Feb 21,

Nefness and Kleiman's Theorem.

Summary

MR5, Lecture 11. Th, Feb 23,

Cones and Kleiman's criterion.

Summary

MR5, Lecture 12. T, Feb 28,

Examples and further results on ampleness.

Summary

MR5, Lecture 13. Th, Mar 2,

The Iitaka fibration.

Summary

MR11, Example class 2. M, Mar 6.

Example sheet

MR5, Lecture 14. T, Mar 7,

Proof of Iitaka's Theorem.

Summary

MR5, Lecture 15. Th, Mar 9,

Volume and its continuity.

Summary

MR5, Lecture 16. T, Mar 14,

Zariski's Theorem.

Summary

MR5, Example class 3. Th, Mar 16.

Example sheet