Course Syllabus
Assignments |
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| Assignment 1 |  |
Answers: | Page 1 Page 2 Page 3 Page 4 |
| Assignment 2 | |
Answers: | Page 1 Page 2 Page 3 Page 4 |
| Assignment 3 | |
Answers: | Page 1 Page 2 Page 3 Page 4 |
| Assignment 4 | |
Answers: | complete solutions |
| Assignment 5 | |
Answers: | Page 1 Page 2 Page 3 Page 4 |
| Page 5 Page 6 Page 7 Page 8 | |||
| Assignment 6 (Postscript) | |
Answers: | Problem 2 Page 1 Page 2 Page 3 |
| Assignment 6 (Latex) | Problem 3: Page 1 Page 2 Problem 4 | ||
| Problem 6: Page 1 Page 2 Page 3 (with problem 8) Problem 10: Version 1 Version 2 | |||
Other course notes
- Study Advice for the Final Exam
- Some Basic Algebraic Geometry Notes
- Yuriy Drozd's Algebraic Geometry Notes
- Regular functions: Regular functions Part 1 (by Geramita)
Regular functions Part 2 (by Geramita) - Morphisms of Varieties:Properties of Morphisms (by Geramita)
Rational Maps (by Geramita) - Products of Varieties: Segre-embedding (by Geramita)
Exercise 3.14 and 3.15 in Hartshorne (by Geramita) - Rings associated with varieties: Affine Varieties (by Geramita)
- Projective Varieties (by Geramita)
- Singularities and Tangent Spaces: Geramita's Notes
- Blowing Up: Blow Up of a Variety (by Geramita)
- Projective space - notes fom Kendig's book
- Projective space - notes by A.V. Geramita
- Study Advice for the Midterm
Projects
- Projective Varieties of Degree d
Notes on Projective Varieties by A.V. Geramita
One More Example - Products of Varieties
(Ex. 3.15 and 3.16 in Hartshorne, part of Section 4 in Bump) - Tangent Spaces - Smooth Points and Singular Points
(Parts of Section 5 in Bump) - Blow Ups and Birational Equivalence
(Parts of Section 1.4 in Hartshorne) - Intersections of Varieties and Bezout's Theorem
(Parts of Section 1.7 in Hartshorne, parts of Kendig) - Sheaves and Ringed Spaces
(Section 7 in Bump, Section 2.1 in Hartshorne)