The lecture notes are courtesy Moses Liskov, a student in the class. Used with permission.
| LEC # | TOPICS |
|---|---|
| 1 |
Introduction (PDF)
First Goal |
| 2 |
Recap of Last Time (PDF)
Irreducible Components Projective Space |
| 3 | Projective Space (cont.) (PDF) |
| 4 |
Projective Space (cont.) (PDF)
Topological Diversion Sheaves |
| 5 |
Presheaves (PDF)
Back to Algebraic Geometry |
| 6 |
Review of things not covered enough (Topics: Fibers, Morphisms of Sheaves) (PDF)
Back to Work Morphisms Varieties |
| 7 |
Homework Review (PDF)
Back to Varieties |
| 8 | Projective Varieties (PDF) |
| 9 |
A Review on Projective Varieties (PDF)
Product of Varieties |
| 10 | Applications (PDF) |
| 11 |
Recap on the Applications (PDF)
Next Definition of Variety Dimension |
| 12 |
Homework 5 Problem (PDF)
Dimension Future Applications |
| 13 |
Back to Dimension (PDF)
Krull Dimension |
| 14 | Fibers of Morphisms (PDF) |
| 15 |
Fiber Products (PDF)
Back to the Theorem Complete Varities |
| 16 |
Completeness (PDF)
Complex Topology |
| 17 |
Chow’s Lemma (PDF)
Analytic Spaces |
| 18 | Curves (PDF) |
| 19 |
What is Next? (PDF)
How to Study Curves |
